<!doctype html>
<html>
<head>
<meta charset='UTF-8'><meta name='viewport' content='width=device-width initial-scale=1'>

<link href='https://fonts.googleapis.com/css?family=Open+Sans:400italic,700italic,700,400&subset=latin,latin-ext' rel='stylesheet' type='text/css' /><style type='text/css'>html {overflow-x: initial !important;}:root { --bg-color: #ffffff; --text-color: #333333; --select-text-bg-color: #B5D6FC; --select-text-font-color: auto; --monospace: "Lucida Console",Consolas,"Courier",monospace; --title-bar-height: 20px; }
.mac-os-11 { --title-bar-height: 28px; }
html { font-size: 14px; background-color: var(--bg-color); color: var(--text-color); font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; -webkit-font-smoothing: antialiased; }
h1, h2, h3, h4, h5 { white-space: pre-wrap; }
body { margin: 0px; padding: 0px; height: auto; inset: 0px; font-size: 1rem; line-height: 1.42857; overflow-x: hidden; background: inherit; }
iframe { margin: auto; }
a.url { word-break: break-all; }
a:active, a:hover { outline: 0px; }
.in-text-selection, ::selection { text-shadow: none; background: var(--select-text-bg-color); color: var(--select-text-font-color); }
#write { margin: 0px auto; height: auto; width: inherit; word-break: normal; overflow-wrap: break-word; position: relative; white-space: normal; overflow-x: visible; padding-top: 36px; }
#write.first-line-indent p { text-indent: 2em; }
#write.first-line-indent li p, #write.first-line-indent p * { text-indent: 0px; }
#write.first-line-indent li { margin-left: 2em; }
.for-image #write { padding-left: 8px; padding-right: 8px; }
body.typora-export { padding-left: 30px; padding-right: 30px; }
.typora-export .footnote-line, .typora-export li, .typora-export p { white-space: pre-wrap; }
.typora-export .task-list-item input { pointer-events: none; }
@media screen and (max-width: 500px) {
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  #write { padding-left: 20px; padding-right: 20px; }
}
#write li > figure:last-child { margin-bottom: 0.5rem; }
#write ol, #write ul { position: relative; }
img { max-width: 100%; vertical-align: middle; image-orientation: from-image; }
button, input, select, textarea { color: inherit; font: inherit; }
input[type="checkbox"], input[type="radio"] { line-height: normal; padding: 0px; }
*, ::after, ::before { box-sizing: border-box; }
#write h1, #write h2, #write h3, #write h4, #write h5, #write h6, #write p, #write pre { width: inherit; }
#write h1, #write h2, #write h3, #write h4, #write h5, #write h6, #write p { position: relative; }
p { line-height: inherit; }
h1, h2, h3, h4, h5, h6 { break-after: avoid-page; break-inside: avoid; orphans: 4; }
p { orphans: 4; }
h1 { font-size: 2rem; }
h2 { font-size: 1.8rem; }
h3 { font-size: 1.6rem; }
h4 { font-size: 1.4rem; }
h5 { font-size: 1.2rem; }
h6 { font-size: 1rem; }
.md-math-block, .md-rawblock, h1, h2, h3, h4, h5, h6, p { margin-top: 1rem; margin-bottom: 1rem; }
.hidden { display: none; }
.md-blockmeta { color: rgb(204, 204, 204); font-weight: 700; font-style: italic; }
a { cursor: pointer; }
sup.md-footnote { padding: 2px 4px; background-color: rgba(238, 238, 238, 0.7); color: rgb(85, 85, 85); border-radius: 4px; cursor: pointer; }
sup.md-footnote a, sup.md-footnote a:hover { color: inherit; text-transform: inherit; text-decoration: inherit; }
#write input[type="checkbox"] { cursor: pointer; width: inherit; height: inherit; }
figure { overflow-x: auto; margin: 1.2em 0px; max-width: calc(100% + 16px); padding: 0px; }
figure > table { margin: 0px; }
thead, tr { break-inside: avoid; break-after: auto; }
thead { display: table-header-group; }
table { border-collapse: collapse; border-spacing: 0px; width: 100%; overflow: auto; break-inside: auto; text-align: left; }
table.md-table td { min-width: 32px; }
.CodeMirror-gutters { border-right: 0px; background-color: inherit; }
.CodeMirror-linenumber { user-select: none; }
.CodeMirror { text-align: left; }
.CodeMirror-placeholder { opacity: 0.3; }
.CodeMirror pre { padding: 0px 4px; }
.CodeMirror-lines { padding: 0px; }
div.hr:focus { cursor: none; }
#write pre { white-space: pre-wrap; }
#write.fences-no-line-wrapping pre { white-space: pre; }
#write pre.ty-contain-cm { white-space: normal; }
.CodeMirror-gutters { margin-right: 4px; }
.md-fences { font-size: 0.9rem; display: block; break-inside: avoid; text-align: left; overflow: visible; white-space: pre; background: inherit; position: relative !important; }
.md-fences-adv-panel { width: 100%; margin-top: 10px; text-align: center; padding-top: 0px; padding-bottom: 8px; overflow-x: auto; }
#write .md-fences.mock-cm { white-space: pre-wrap; }
.md-fences.md-fences-with-lineno { padding-left: 0px; }
#write.fences-no-line-wrapping .md-fences.mock-cm { white-space: pre; overflow-x: auto; }
.md-fences.mock-cm.md-fences-with-lineno { padding-left: 8px; }
.CodeMirror-line, twitterwidget { break-inside: avoid; }
svg { break-inside: avoid; }
.footnotes { opacity: 0.8; font-size: 0.9rem; margin-top: 1em; margin-bottom: 1em; }
.footnotes + .footnotes { margin-top: 0px; }
.md-reset { margin: 0px; padding: 0px; border: 0px; outline: 0px; vertical-align: top; background: 0px 0px; text-decoration: none; text-shadow: none; float: none; position: static; width: auto; height: auto; white-space: nowrap; cursor: inherit; -webkit-tap-highlight-color: transparent; line-height: normal; font-weight: 400; text-align: left; box-sizing: content-box; direction: ltr; }
li div { padding-top: 0px; }
blockquote { margin: 1rem 0px; }
li .mathjax-block, li p { margin: 0.5rem 0px; }
li blockquote { margin: 1rem 0px; }
li { margin: 0px; position: relative; }
blockquote > :last-child { margin-bottom: 0px; }
blockquote > :first-child, li > :first-child { margin-top: 0px; }
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#write .footnote-line { white-space: pre-wrap; }
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  .typora-export-show-outline .typora-export-sidebar { display: none; }
  figure { overflow-x: visible; }
}
.footnote-line { margin-top: 0.714em; font-size: 0.7em; }
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pre.md-meta-block { font-size: 0.8rem; min-height: 0.8rem; white-space: pre-wrap; background: rgb(204, 204, 204); display: block; overflow-x: hidden; }
p > .md-image:only-child:not(.md-img-error) img, p > img:only-child { display: block; margin: auto; }
#write.first-line-indent p > .md-image:only-child:not(.md-img-error) img { left: -2em; position: relative; }
p > .md-image:only-child { display: inline-block; width: 100%; }
#write .MathJax_Display { margin: 0.8em 0px 0px; }
.md-math-block { width: 100%; }
.md-math-block:not(:empty)::after { display: none; }
.MathJax_ref { fill: currentcolor; }
[contenteditable="true"]:active, [contenteditable="true"]:focus, [contenteditable="false"]:active, [contenteditable="false"]:focus { outline: 0px; box-shadow: none; }
.md-task-list-item { position: relative; list-style-type: none; }
.task-list-item.md-task-list-item { padding-left: 0px; }
.md-task-list-item > input { position: absolute; top: 0px; left: 0px; margin-left: -1.2em; margin-top: calc(1em - 10px); border: none; }
.math { font-size: 1rem; }
.md-toc { min-height: 3.58rem; position: relative; font-size: 0.9rem; border-radius: 10px; }
.md-toc-content { position: relative; margin-left: 0px; }
.md-toc-content::after, .md-toc::after { display: none; }
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.md-toc-h4 .md-toc-inner { margin-left: 6em; }
.md-toc-h5 .md-toc-inner { margin-left: 8em; }
.md-toc-h6 .md-toc-inner { margin-left: 10em; }
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  .md-toc-h4 .md-toc-inner { margin-left: 5em; }
  .md-toc-h5 .md-toc-inner { margin-left: 6.5em; }
  .md-toc-h6 .md-toc-inner { margin-left: 8em; }
}
a.md-toc-inner { font-size: inherit; font-style: inherit; font-weight: inherit; line-height: inherit; }
.footnote-line a:not(.reversefootnote) { color: inherit; }
.reversefootnote { font-family: ui-monospace, sans-serif; }
.md-attr { display: none; }
.md-fn-count::after { content: "."; }
code, pre, samp, tt { font-family: var(--monospace); }
kbd { margin: 0px 0.1em; padding: 0.1em 0.6em; font-size: 0.8em; color: rgb(36, 39, 41); background: rgb(255, 255, 255); border: 1px solid rgb(173, 179, 185); border-radius: 3px; box-shadow: rgba(12, 13, 14, 0.2) 0px 1px 0px, rgb(255, 255, 255) 0px 0px 0px 2px inset; white-space: nowrap; vertical-align: middle; }
.md-comment { color: rgb(162, 127, 3); opacity: 0.6; font-family: var(--monospace); }
code { text-align: left; vertical-align: initial; }
a.md-print-anchor { white-space: pre !important; border-width: initial !important; border-style: none !important; border-color: initial !important; display: inline-block !important; position: absolute !important; width: 1px !important; right: 0px !important; outline: 0px !important; background: 0px 0px !important; text-decoration: initial !important; text-shadow: initial !important; }
.os-windows.monocolor-emoji .md-emoji { font-family: "Segoe UI Symbol", sans-serif; }
.md-diagram-panel > svg { max-width: 100%; }
[lang="flow"] svg, [lang="mermaid"] svg { max-width: 100%; height: auto; }
[lang="mermaid"] .node text { font-size: 1rem; }
table tr th { border-bottom: 0px; }
video { max-width: 100%; display: block; margin: 0px auto; }
iframe { max-width: 100%; width: 100%; border: none; }
.highlight td, .highlight tr { border: 0px; }
mark { background: rgb(255, 255, 0); color: rgb(0, 0, 0); }
.md-html-inline .md-plain, .md-html-inline strong, mark .md-inline-math, mark strong { color: inherit; }
.md-expand mark .md-meta { opacity: 0.3 !important; }
mark .md-meta { color: rgb(0, 0, 0); }
@media print {
  .typora-export h1, .typora-export h2, .typora-export h3, .typora-export h4, .typora-export h5, .typora-export h6 { break-inside: avoid; }
}
.md-diagram-panel .messageText { stroke: none !important; }
.md-diagram-panel .start-state { fill: var(--node-fill); }
.md-diagram-panel .edgeLabel rect { opacity: 1 !important; }
.md-fences.md-fences-math { font-size: 1em; }
.md-fences-advanced:not(.md-focus) { padding: 0px; white-space: nowrap; border: 0px; }
.md-fences-advanced:not(.md-focus) { background: inherit; }
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.typora-export-sidebar { width: 300px; font-size: 0.8rem; margin-top: 80px; margin-right: 18px; }
.typora-export-show-outline #write { --webkit-flex: 2; flex: 2 1 0%; }
.typora-export-sidebar .outline-content { position: fixed; top: 0px; max-height: 100%; overflow: hidden auto; padding-bottom: 30px; padding-top: 60px; width: 300px; }
@media screen and (max-width: 1024px) {
  .typora-export-sidebar, .typora-export-sidebar .outline-content { width: 240px; }
}
@media screen and (max-width: 800px) {
  .typora-export-sidebar { display: none; }
}
.outline-content li, .outline-content ul { margin-left: 0px; margin-right: 0px; padding-left: 0px; padding-right: 0px; list-style: none; overflow-wrap: anywhere; }
.outline-content ul { margin-top: 0px; margin-bottom: 0px; }
.outline-content strong { font-weight: 400; }
.outline-expander { width: 1rem; height: 1.42857rem; position: relative; display: table-cell; vertical-align: middle; cursor: pointer; padding-left: 4px; }
.outline-expander::before { content: ""; position: relative; font-family: Ionicons; display: inline-block; font-size: 8px; vertical-align: middle; }
.outline-item { padding-top: 3px; padding-bottom: 3px; cursor: pointer; }
.outline-expander:hover::before { content: ""; }
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.outline-h6 > .outline-item { padding-left: 5em; }
.outline-label { cursor: pointer; display: table-cell; vertical-align: middle; text-decoration: none; color: inherit; }
.outline-label:hover { text-decoration: underline; }
.outline-item:hover { border-color: rgb(245, 245, 245); background-color: var(--item-hover-bg-color); }
.outline-item:hover { margin-left: -28px; margin-right: -28px; border-left: 28px solid transparent; border-right: 28px solid transparent; }
.outline-item-single .outline-expander::before, .outline-item-single .outline-expander:hover::before { display: none; }
.outline-item-open > .outline-item > .outline-expander::before { content: ""; }
.outline-children { display: none; }
.info-panel-tab-wrapper { display: none; }
.outline-item-open > .outline-children { display: block; }
.typora-export .outline-item { padding-top: 1px; padding-bottom: 1px; }
.typora-export .outline-item:hover { margin-right: -8px; border-right: 8px solid transparent; }
.typora-export .outline-expander::before { content: "+"; font-family: inherit; top: -1px; }
.typora-export .outline-expander:hover::before, .typora-export .outline-item-open > .outline-item > .outline-expander::before { content: "−"; }
.typora-export-collapse-outline .outline-children { display: none; }
.typora-export-collapse-outline .outline-item-open > .outline-children, .typora-export-no-collapse-outline .outline-children { display: block; }
.typora-export-no-collapse-outline .outline-expander::before { content: "" !important; }
.typora-export-show-outline .outline-item-active > .outline-item .outline-label { font-weight: 700; }
.md-inline-math-container mjx-container { zoom: 0.95; }
mjx-container { break-inside: avoid; }
.md-alert.md-alert-note { border-left-color: rgb(9, 105, 218); }
.md-alert.md-alert-important { border-left-color: rgb(130, 80, 223); }
.md-alert.md-alert-warning { border-left-color: rgb(154, 103, 0); }
.md-alert.md-alert-tip { border-left-color: rgb(31, 136, 61); }
.md-alert.md-alert-caution { border-left-color: rgb(207, 34, 46); }
.md-alert { padding: 0px 1em; margin-bottom: 16px; color: inherit; border-left: 0.25em solid rgb(0, 0, 0); }
.md-alert-text-note { color: rgb(9, 105, 218); }
.md-alert-text-important { color: rgb(130, 80, 223); }
.md-alert-text-warning { color: rgb(154, 103, 0); }
.md-alert-text-tip { color: rgb(31, 136, 61); }
.md-alert-text-caution { color: rgb(207, 34, 46); }
.md-alert-text { font-size: 0.9rem; font-weight: 700; }
.md-alert-text svg { fill: currentcolor; position: relative; top: 0.125em; margin-right: 1ch; overflow: visible; }
.md-alert-text-container::after { content: attr(data-text); text-transform: capitalize; pointer-events: none; margin-right: 1ch; }


.CodeMirror { height: auto; }
.CodeMirror.cm-s-inner { background: inherit; }
.CodeMirror-scroll { overflow: auto hidden; z-index: 3; }
.CodeMirror-gutter-filler, .CodeMirror-scrollbar-filler { background-color: rgb(255, 255, 255); }
.CodeMirror-gutters { border-right: 1px solid rgb(221, 221, 221); background: inherit; white-space: nowrap; }
.CodeMirror-linenumber { padding: 0px 3px 0px 5px; text-align: right; color: rgb(153, 153, 153); }
.cm-s-inner .cm-keyword { color: rgb(119, 0, 136); }
.cm-s-inner .cm-atom, .cm-s-inner.cm-atom { color: rgb(34, 17, 153); }
.cm-s-inner .cm-number { color: rgb(17, 102, 68); }
.cm-s-inner .cm-def { color: rgb(0, 0, 255); }
.cm-s-inner .cm-variable { color: rgb(0, 0, 0); }
.cm-s-inner .cm-variable-2 { color: rgb(0, 85, 170); }
.cm-s-inner .cm-variable-3 { color: rgb(0, 136, 85); }
.cm-s-inner .cm-string { color: rgb(170, 17, 17); }
.cm-s-inner .cm-property { color: rgb(0, 0, 0); }
.cm-s-inner .cm-operator { color: rgb(152, 26, 26); }
.cm-s-inner .cm-comment, .cm-s-inner.cm-comment { color: rgb(170, 85, 0); }
.cm-s-inner .cm-string-2 { color: rgb(255, 85, 0); }
.cm-s-inner .cm-meta { color: rgb(85, 85, 85); }
.cm-s-inner .cm-qualifier { color: rgb(85, 85, 85); }
.cm-s-inner .cm-builtin { color: rgb(51, 0, 170); }
.cm-s-inner .cm-bracket { color: rgb(153, 153, 119); }
.cm-s-inner .cm-tag { color: rgb(17, 119, 0); }
.cm-s-inner .cm-attribute { color: rgb(0, 0, 204); }
.cm-s-inner .cm-header, .cm-s-inner.cm-header { color: rgb(0, 0, 255); }
.cm-s-inner .cm-quote, .cm-s-inner.cm-quote { color: rgb(0, 153, 0); }
.cm-s-inner .cm-hr, .cm-s-inner.cm-hr { color: rgb(153, 153, 153); }
.cm-s-inner .cm-link, .cm-s-inner.cm-link { color: rgb(0, 0, 204); }
.cm-negative { color: rgb(221, 68, 68); }
.cm-positive { color: rgb(34, 153, 34); }
.cm-header, .cm-strong { font-weight: 700; }
.cm-del { text-decoration: line-through; }
.cm-em { font-style: italic; }
.cm-link { text-decoration: underline; }
.cm-error { color: red; }
.cm-invalidchar { color: red; }
.cm-constant { color: rgb(38, 139, 210); }
.cm-defined { color: rgb(181, 137, 0); }
div.CodeMirror span.CodeMirror-matchingbracket { color: rgb(0, 255, 0); }
div.CodeMirror span.CodeMirror-nonmatchingbracket { color: rgb(255, 34, 34); }
.cm-s-inner .CodeMirror-activeline-background { background: inherit; }
.CodeMirror { position: relative; overflow: hidden; }
.CodeMirror-scroll { height: 100%; outline: 0px; position: relative; box-sizing: content-box; background: inherit; }
.CodeMirror-sizer { position: relative; }
.CodeMirror-gutter-filler, .CodeMirror-hscrollbar, .CodeMirror-scrollbar-filler, .CodeMirror-vscrollbar { position: absolute; z-index: 6; display: none; outline: 0px; }
.CodeMirror-vscrollbar { right: 0px; top: 0px; overflow: hidden; }
.CodeMirror-hscrollbar { bottom: 0px; left: 0px; overflow: auto hidden; }
.CodeMirror-scrollbar-filler { right: 0px; bottom: 0px; }
.CodeMirror-gutter-filler { left: 0px; bottom: 0px; }
.CodeMirror-gutters { position: absolute; left: 0px; top: 0px; padding-bottom: 10px; z-index: 3; overflow-y: hidden; }
.CodeMirror-gutter { white-space: normal; height: 100%; box-sizing: content-box; padding-bottom: 30px; margin-bottom: -32px; display: inline-block; }
.CodeMirror-gutter-wrapper { position: absolute; z-index: 4; background: 0px 0px !important; border: none !important; }
.CodeMirror-gutter-background { position: absolute; top: 0px; bottom: 0px; z-index: 4; }
.CodeMirror-gutter-elt { position: absolute; cursor: default; z-index: 4; }
.CodeMirror-lines { cursor: text; }
.CodeMirror pre { border-radius: 0px; border-width: 0px; background: 0px 0px; font-family: inherit; font-size: inherit; margin: 0px; white-space: pre; overflow-wrap: normal; color: inherit; z-index: 2; position: relative; overflow: visible; }
.CodeMirror-wrap pre { overflow-wrap: break-word; white-space: pre-wrap; word-break: normal; }
.CodeMirror-code pre { border-right: 30px solid transparent; width: fit-content; }
.CodeMirror-wrap .CodeMirror-code pre { border-right: none; width: auto; }
.CodeMirror-linebackground { position: absolute; inset: 0px; z-index: 0; }
.CodeMirror-linewidget { position: relative; z-index: 2; overflow: auto; }
.CodeMirror-wrap .CodeMirror-scroll { overflow-x: hidden; }
.CodeMirror-measure { position: absolute; width: 100%; height: 0px; overflow: hidden; visibility: hidden; }
.CodeMirror-measure pre { position: static; }
.CodeMirror div.CodeMirror-cursor { position: absolute; visibility: hidden; border-right: none; width: 0px; }
.CodeMirror div.CodeMirror-cursor { visibility: hidden; }
.CodeMirror-focused div.CodeMirror-cursor { visibility: inherit; }
.cm-searching { background: rgba(255, 255, 0, 0.4); }
span.cm-underlined { text-decoration: underline; }
span.cm-strikethrough { text-decoration: line-through; }
.cm-tw-syntaxerror { color: rgb(255, 255, 255); background-color: rgb(153, 0, 0); }
.cm-tw-deleted { text-decoration: line-through; }
.cm-tw-header5 { font-weight: 700; }
.cm-tw-listitem:first-child { padding-left: 10px; }
.cm-tw-box { border-style: solid; border-right-width: 1px; border-bottom-width: 1px; border-left-width: 1px; border-color: inherit; border-top-width: 0px !important; }
.cm-tw-underline { text-decoration: underline; }
@media print {
  .CodeMirror div.CodeMirror-cursor { visibility: hidden; }
}


:root {
    --side-bar-bg-color: #fafafa;
    --control-text-color: #777;
}

@include-when-export url(https://fonts.googleapis.com/css?family=Open+Sans:400italic,700italic,700,400&subset=latin,latin-ext);

/* open-sans-regular - latin-ext_latin */
  /* open-sans-italic - latin-ext_latin */
    /* open-sans-700 - latin-ext_latin */
    /* open-sans-700italic - latin-ext_latin */
  html {
    font-size: 16px;
    -webkit-font-smoothing: antialiased;
}

body {
    font-family: "Open Sans","Clear Sans", "Helvetica Neue", Helvetica, Arial, 'Segoe UI Emoji', sans-serif;
    color: rgb(51, 51, 51);
    line-height: 1.6;
}

#write {
    max-width: 860px;
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<body class='typora-export os-windows'><div class='typora-export-content'>
<div id='write'  class=''><p><strong><span>目录</span></strong></p><p><a href='#1.%E7%9F%A5%E8%AF%86%E5%9B%9E%E9%A1%BE'><span>1.知识回顾</span></a></p><p><a href='#2.%E9%AA%8C%E8%AF%81%E5%83%B5%E5%B0%B8%E8%BF%9B%E7%A8%8B%E6%97%A0%E6%B3%95%E7%94%A8kill%E6%9D%80%E6%AD%BB'><span>2.验证僵尸进程无法用kill杀死</span></a></p><p><a href='#3.%E6%B8%85%E7%90%86%E5%83%B5%E5%B0%B8%E8%BF%9B%E7%A8%8B%E5%B8%B8%E8%A7%81%E7%9A%84%E4%B8%A4%E7%A7%8D%E6%96%B9%E6%B3%95'><span>3.清理僵尸进程常见的两种方法</span></a></p><p><a href='#%E6%9D%80%E6%AD%BB%E7%88%B6%E8%BF%9B%E7%A8%8B'><span>杀死父进程</span></a></p><p><a href='#%E7%88%B6%E8%BF%9B%E7%A8%8B%E6%94%B6%E5%B0%B8'><span>父进程收尸</span></a></p><p><a href='#%E8%BF%9B%E7%A8%8B%E7%AD%89%E5%BE%85'><span>进程等待</span></a></p><p><a href='#%E5%AE%9A%E4%B9%89'><span>定义</span></a></p><p><a href='#%E7%B3%BB%E7%BB%9F%E8%B0%83%E7%94%A8wait%E5%92%8Cwaitpid%E7%9A%84%E7%AE%80%E4%BB%8B'><span>系统调用wait和waitpid的简介</span></a></p><p><a href='#%E7%AD%89%E5%BE%85%E5%8D%95%E4%B8%AA%E5%AD%90%E8%BF%9B%E7%A8%8B'><span>等待单个子进程</span></a></p><p><a href='#%E7%AD%89%E5%BE%85%E5%A4%9A%E4%B8%AA%E5%AD%90%E8%BF%9B%E7%A8%8B'><span>等待多个子进程</span></a></p><p><a href='#%E5%A6%82%E6%9E%9C%E5%AD%90%E8%BF%9B%E7%A8%8B%E4%B8%8D%E9%80%80%E5%87%BA%E5%91%A2%3F'><span>如果子进程不退出呢?</span></a></p><p><a href='#wait%E6%98%AFwaitpid%E7%9A%84%E5%AD%90%E9%9B%86'><span>wait是waitpid的子集</span></a></p><p><a href='#%E8%A7%A3%E9%87%8Awstatus%E5%8F%82%E6%95%B0'><span>解释wstatus参数</span></a></p><p><a href='#%E5%AE%9E%E9%AA%8C1%3A%20wstatus%E7%9A%84%E4%BD%8D%E5%9B%BE'><span>实验1: wstatus的位图</span></a></p><p><a href='#wstatus%E7%9A%84%E4%BD%8D%E5%9B%BE%E7%9A%84%E8%AF%A6%E7%BB%86%E8%AF%B4%E6%98%8E'><span>wstatus的位图的详细说明</span></a></p><p><a href='#%E5%AE%9E%E9%AA%8C2%3A%E6%89%8B%E5%8A%A8%E6%8F%90%E5%8F%96wstatus%E7%9A%84%E4%BD%8D'><span>实验2:手动提取wstatus的位</span></a></p><p><a href='#%E5%AE%9E%E9%AA%8C3%3A%20%E6%B5%8B%E8%AF%95%E8%BF%9B%E7%A8%8B%E5%BC%82%E5%B8%B8%E9%80%80%E5%87%BA'><span>实验3: 测试进程异常退出</span></a></p><p><a href='#4.%E9%80%80%E5%87%BA%E4%BF%A1%E6%81%AF%E4%BF%9D%E5%AD%98%E7%9A%84%E4%BD%8D%E7%BD%AE'><span>4.退出信息保存的位置</span></a></p><p><a href='#5.waitpid%E7%AD%89%E5%BE%85%E5%A4%B1%E8%B4%A5%E7%9A%84%E6%83%85%E5%86%B5%E4%B8%BE%E4%BE%8B'><span>5.waitpid等待失败的情况举例</span></a></p><p><a href='#7.%E5%8F%82%E8%80%83%E8%B5%84%E6%96%99'><span>7.参考资料</span></a></p><hr /><h1 id='1知识回顾'><span>1.知识回顾</span></h1><p><span>参见</span><a href='https://zhangcoder.blog.csdn.net/article/details/149488552?spm=1011.2415.3001.5331'><span>OS20.【Linux】进程状态(2) 僵尸进程、孤儿进程和进程优先级</span></a><span>文章复习</span></p><h1 id='2验证僵尸进程无法用kill杀死'><span>2.验证僵尸进程无法用kill杀死</span></h1><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp" style="break-inside: unset;"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation" style=""><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><div class="CodeMirror-gutter-wrapper CodeMirror-activeline-gutter" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdio.h&gt;</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;unistd.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdlib.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span> <span class="cm-def">main</span>()</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-variable">pid_t</span> <span class="cm-variable">ret_id</span> <span class="cm-operator">=</span> <span class="cm-variable">fork</span>();</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-keyword">if</span> (<span class="cm-variable">ret_id</span> <span class="cm-operator">==</span> <span class="cm-number">0</span>)</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-tab" role="presentation" cm-text="	">    </span>{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"the child process's PID:%d\n"</span>,<span class="cm-variable">getpid</span>());</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">exit</span>(<span class="cm-number">0</span>);<span class="cm-comment">//父进程不收尸</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-tab" role="presentation" cm-text="	">    </span>}</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-keyword">else</span></span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-tab" role="presentation" cm-text="	">    </span>{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-keyword">while</span>(<span class="cm-number">1</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-tab" role="presentation" cm-text="	">    </span>}</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-keyword">return</span> <span class="cm-number">0</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 392px;"></div><div class="CodeMirror-gutters" style="height: 392px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><p><span>运行结果:</span></p><p><img src="data:image;base64,iVBORw0KGgoAAAANSUhEUgAABHYAAACnCAYAAAB0HNsZAAAAIGNIUk0AAHomAACAhAAA+gAAAIDoAAB1MAAA6mAAADqYAAAXcJy6UTwAAAAGYktHRAD/AP8A/6C9p5MAAAAHdElNRQfpCAoNCgvHt+keAAAAAW9yTlQBz6J3mgAAcaNJREFUeNrtnXt8I0eV738Ok/dMQjALGURAyJ5snhdBh2wycnKDwDFOsCB74ywkJeBy0QTvBeG7PMRdwlLwCQFtWNZjHloQlzy6PzcQExhkmFkjViyQvgGCYNhAZsFjoUA6wyMDM4kTmGSSun90q9UvSS1Z1svn+/mcz8dulU5Vnaqu7jqqUzW0MxwW79i7FwRBEN1ECIHDhw+3Vedtl12G8+cz5v/3JWdA4x1BEARBEARBEIPEMd0uAEEQBEEQBEEQBEEQBNEa5NghCIIgCIIgCIIgCILoU8ixQxAEQRAEQRAEQRAE0aeQY4cgCIIgCIIgCIIgCKJPIccO0VcwWQWXul0KgiCI9YfGO4IgCIIgCMIP5NjxhEHWNMis2+XoVHVlaJqMjVLd5pDAVQ3ahukMxMaDxjuiszBZg6ZyrLvPSuJQtY3nHJO4atqXyRpUhwEkiUFWVWiapouqQmZuI0lMhmqmkT3tKHFLGk2F7EokgcnWvDz0SAzcmcarPA3qRRAEQRAbmT507OgT7foPdP1Fov7LBtFPVF4w09EgEjkVqszWf1IAANIUxoNlZOeUbpugUUF93BdE/0Hj3Uaka+MdsQFgmM2lESrlkYoFEAgEEEhmgHTOPs5IHPPpEPKpGAKBAGIZIJGzO8kkriKXAPIVPbE8QomczUnM5BzS0ZKZVyyzgnGbHgl8dgJYSuo6jLzG07mN42wmCIIgiDbQh46dRjDIWg4zyCBZeUlI6S8bNOntU5iMnPGCmSqUkY0lkVyawFQHXvrYbALBQga82G0jEIQXNN4NHF0c7zqFEg8gEOGgYbU7rGRjiMQ5lEoDFBXMZcsIjk+ZDkTz2WckKipzyJaDGJ+qpJAwNR4ECkvV52ORI1MAohOVzsowEQXK2Tkzr6LCkcwCidlKmiJ4PG7mo6eJO/QQBEEQBNGIho4d2zJbVQbj1mXsXkv4vZf1S4xDVev8ouxaGuxciqvr1bQcEkEgmMhV01oyY3Ia0UIKkbiC6juL/rKhv7QYoTWaU7yWazPIaoMlxrZlyJrjl9WKLRrpaWRnM5FFj+b5K27jZdEeeY16tHuj9tKNbZTRUj9VhnMFtcT1dm11oimNhoByHovVt1AUlTj4ei+ikThmol6rdRq1ezNZ1GsvP/eXv/uC8AeNdzTeDcZ4Z7QFb9AWDfuh71L7GBMrfbqSl0coFpPdfdPrWgfx1Vd99I36fcxne7UFBbzhLxUSRkNAeWWf5VoRi3m788cvpf0e+YVGaRUaQRAEQbSR+o4dJiOXCFWX2SZXMJOINp8Lk5FLJ1DKxGos15XA59OIljKIBSp5LQETU5aXJwXxQACBQAzZMlDOxsxlu4G48cbrmIhX48NVTKBs6CmCRwLV7wYCSBWgv0g73j2iMxNYShq/gmeBaGLe8cI5hQksmb+UB2Ip5ENp5ByzvMZ6fNiZydByCSBTrXdyadT2K66+LDrkWhZtnWC40tTIq357WQlhRq7WL5BcwujUOryuBUdwdvu11qXmah2f7d4IP+3VGB/3BeEPGu9ovBuw8S6amMFKspZ9/PRDn/jqG5U+bfRBL5Q4YlkgkbM4U9NRlLPJ7qyabGpMqNM3fPax+u3lnyKPmCuilHgAER+OnKnxIMr5RcNBfDZGgoZDpuK0chWjCK4vqzHvb4l5/xgSGm2uDhKTkY4ChSW7nubrRRAEQRAbiJ3hsADgIZLgqiZULtmuS1wVmiYLBgiACVnThMys33Ne0/VoMnPrUbmQLN9x5tVMuQAIMLlaNokLVdOEzKRqGcz8atXHXgdbHqa+BuWzlsGXHj929rah7/Yy6916XnY91rr6sEm9Msuq0DRNaJoqVJkJSTLyY1xwZmkP1UijqULmzNWObReJC1VTBZd8pre1u8+6N2wvP/eXj/uiT0QIIQ4dOtRW2RkOi8J37jGFxjsa7zbGeOfdx1rvhy1InTGRyd79034PcR/9oM3jeNNjgp++0fqY4NkP10Hc7WEZ15gsNMOGXnWXuCxUTTP7tT4GOXRrsmCWvq6nd9hQ4nX1kJCQkJCQkNSXOit2LL/YWCjuL6E5dD32Jb2GHvNXSQVLhbIRbqBClfXl4M3+TqUvYV/BPgA4ewRBFLCkFFFZQuyCycglgGwsDq+1Dba6F/fDXXMJ3LZpqQYtHW1Sjx8762mcv17Brx7Tzv7zqt9eVspwJPUPm7JsmJhEZmUC8zndjvMTwKJZXQXxiL53SKkcRDSRRk5T13Vjxfp76/hr9/r4aS+ic9B4R+NdLT1W+mu8q2+f9vRDnXaMiWYpwSMpFKIJJIIFpLq28rDZMaFW3/Dfx7rxPJC4inS0gFStPY+UOAKBSPVZWBlzADBZRW58BRlz1Zx7E2YlHkOqEELa0tcz2bJNj15Zjoh1n7A07RNGEARBEM3Qsc2TbXtEeLz0KfEIAoEYUqk88gghkc41HdrSFBKHmo6ikIq0uMRbAldzSITy1ZeaQACBmmvM+4tG7VWlhP2troZWuGXDxCIUHjdf7CJx90tmUeFYKpWRjRkhHul1OrJY4piJ1ppYDna7E+2Bxrv+YqOOd+3ph+vQN9gE9BYIockoni5Sv2/472OdQw9VLCHlcvbuw0q5UQgVw0Q0iEKm/ibMQNHoZ9W+jpFg3XLpGyy3tp8PQRAEQWxU6jh2vB/s0miovkZpFCEPPYWUfZ8HXZwvE0UoCgePRxDLloHoRFMvsrZft/atoIwoJpgE8/QGEwY5l0CwkELrPwYavypbX2r82KclO+tp6p8QUUeP+cuY/7z8tVf3aH4lhX+kqXEEy1l4n3DegXZ3/pJpT4BmcyL8QONdfWi86yatjnf+xpe19cP29Y0KlX11Yo79djpNi2NCDT1++ljTz4M1UDmqPBuL29pNpwh9eLGuFXLuw1OHuquMjJOy/OghCIIgCMI3dRw7+sZ4wcR89ZQMiWM+EbSkMV7AZyqnW0hgs+MIeuiJpt0nRMi8eiQml7nlc2Ni4vlCY7xweP2SY05uABQ5kqkCQukcNG0eI6WyqZuraUTLWcTWtMS7MvmonuwhMdlhHz/4sXNlk8I0ZIsRJcZhmrByYoV1o1JDT/UFypKXI01z7dUcaz4lhsuQbSECEthEtOUX3vrlYZhN6L9Cer90NtfutfPy015+7q+qvpr3BeEDGu/qQ+OdX3ppvKtvn2b6YT3a1Tf0MnDVOOmNF1HkSWTLUaS9TtBad/z0Vf96/PSx+u3VPqpOndor+JS5LMrRGbPuEptFIlhG3tx1XcFSQR8PWbXhMZsIAoWlqsOKcct9LOkn+aGAjJmxsx/qtlmvuhMEQRDEwFJ7M1FdbBvjqbJgzg0RJW5s9Kh/ziXvzV0lZkmnaUKVubmZXq3Pa24YKNnTWjclrL8pI0RlU0DNJdYNFn1uWisxd5k9NhP1s/ltQzt71FuVmcfmqI6NDD02xnTlxd15NWovAL43DNY3XFzLJp2SYLJqqVeD/rGG8vjarLJhu/uve8P28nl/Nbov+kG6u3kyjXc03g3SeGfYnVvbzG2fpvphm8bEev3W3GjXoy4t2XNNmyc30Vd99I36fcxfe7VHao0Jmsd9Ya+72456X7WOK+771J7G697SbWPXsz51JyEhISEhGWBpNNFxSqdOaWhdKifCyO4X8z6S3rdzd4TJa3tJry91nCYk6y694Njpv/uQxrtBltbHu94ey5jcIcdzGxw7nemrvd1eJCQkJCQkJL0vDTZPdiyRNZbZ9vby2CJ4JIZUHpiZr25U2NunK/SjnQcRBfFAYA37kBD9TT/ehzTeEf2GscdKy8eLdbas1FcJgiAIgugHNtX/WMHikoz5eQ3pIACUUcimkGztWJUOop84ovBul8Mv/WrnzqPEI90uAjGw9Ot9SOPdoDJI4x2TNVQOgioXsn3S3tRXCYIgCILoD4Z2hsPiHXv3drscBEFscIQQOHz4cFt13nbZZTh/PmP+f19yBjTeEcQGQeJQc+PI19kkmCAIgiAIYhDYtHYVBEEQBEEQPUaRIxLg3S4FQRAEQRDEunPM2lUQBEEQBEEQBEEQBEEQ3YAcOwRBEARBEARBEARBEH0KOXYIgiAIgiAIgiAIgiD6lDU6dhhkTYPMul2NVstTIz2TzWODNU2D1kwFmQxNk9EzJukXJA5VU7FupzRLHKq1TTUNmqZCZpIjmepI4zg+2qVHhcwZWim2JDHIqiU/1V0eAJCYXM1TlT1tJHFLGk2F7EokgcnWvDz0SAzcmYb18rHZvUmvtavf8nSK7aEwdk9OQ0wbMjmGuWF3uh1jk7Y0O5xphkOYm7SkmZ7E7pAzkSONhx53eSYxF/IoUIeg/tMGG3qO4/bni580Noz3AtXT0AyyWs/OvY4Errrfdfz0sUFkMO9B/X3X6/2mqXfcHsVmoxr18dVeftL4yKujdW/Tfdou+/iFyR7v2H2O7bnS6b6xxvmnfRziLc1riB5gZzgsANQRSXBVEyqXPD5jQtY0ITM00NEpabY8jdMzWROazPyXgclC02TBum6LPhOJC1VTBZfWU7+9rSUmC61W+zNZaF7lceqRmOCqJjSVC6mFvqrKXDCpqkvWHPdaxS5MspTZXi6Jq0LT5Oo1j7oyWdP7pVSpu9PekuCybOZTyUvt4P0thBCHDh1qq+wMh0XhO/eY0ni8a88Y1Dvt6rM8HZOQmBsLix3Dxv/DIbF7elqI6UkxN1xNtz08KcT0tFgOD1fTTIbFdlPPsJibnBZielrsDg8LwEuPJU3ImmZM7KhZnrBY9ihP54T6TztE4mrDMdlPGlu7qJrQPOtdsQczdEmCcXn9nmV138laFK/nr48+Npiyge5Bozy9fC/7rYesyoJJUu13dj/92Weahnl1uO5tuU/bZZ8mhMmtvDt3U/yPvV3pG2uZf/bU+L4Oz7iNJBvbsdNYyLHTIemCY8dsX68Hi1/HTsv9jgnucU85Jxvu/ue8H/X/nX3U/j3vl0CJqw37dicfToPi2OmtdvVXnm5KxYkjxkLGNaeTxuqgQcM0y+FhPY3ppKk6cnaMOfU4xUNPR4X6Tzuk3Y4diatC5czzXajzk5P2v/R6jfON+9igysa5B/tvYt1aX/bbn5vt873g2GnXfboe9hm8/jfojp1embtulGfN+kidUKzKss0cEkEgmMjVWV7WeBmyxDjUdixVlrglLw2q7BUG06A8jnCatayWsy2zVWWw0WY1GOFg3MdSbnOZnSWtKoPZlpc3Wvbrz4YN28u1NNgjbMdPGl9GbpMeD/atlNugRcFSAYhOuDtSZVmme5mpAs6LjSqO0RBQXtlnuVbEYr6M4PhU08skS/s98guN0nLLttJr7eqnPN3lvM2b7ReGT8E2AMCjuP8gABzE/Y/qH207pRIiVcKuAwCwGWeeMQzgVJy5GQBW8fVfH9STnLoZzuH4p6urDj0Ohs/AlU49HYX6T88hccwnSsjwfV4f6m2RX8TarOTnPcDnO1mzz0uJYyZaRnZOcderTX2sv9gg9yCTkY6WkU1y775rvCf3QKRRG/DTXv3Y55src+330V60jwRmm8/Umu/50FR3XuS1JYfzWjPz4fWhEv5nG+p9zD8bzeXM0LF0FEAUaVcoln/7yMzHPLbu/NOHnZkMVZXBpN68I3uBOo4dBfFAAIFADNkyUM7GEAgEdIkrtpTRmQksJfXPYlkgmpi3x10yGbl0AqWMoSOWRyiRa/6BwWRouQSQqZYluTSKKYeehuUpckQCAQQCKRTWYDyJq8glQsjHDLskVzCTiLakK5qYwYpR5op9vGNOQ5iRq/ULJJcwOiV5l8dLjx8bNmwvCXw+jWgpg1igWg5MTFliO/2kcbZJBO73lyb1NMnZI8E2aDEcRGt2kkiYGg9aJglnYyRovPRVnHquDIrgmQIQnTD7uMS8XtSB0GhzpZOYjHQUKCwpTX2PcNJb7eouTzcJ4bVbHZcsDplzwpMQ02N4LXSHzOjmU81kn717AdcfWMXktijEtITJ1QO4fmEPZuv4YypOJKsevRhj+v460W3A6nJDPZ2F+k9LBBPINdqTpGEaCXw+AWTn4D0KVtribNsLrcpbezrVfw/w807W/POSzSYQLGQcz14/fWwjMWj3IIOcjgKudh9U/LRXP/b5dpW5B+3DpjCBJSQr41gshXwojVyTE0df86KG+J8PtxWp6tzK5WYQKuUxt69Gvbzmnz7m3kUe0T9LFQAUkKrUK8KbHlv8+ALqzz992HnfHPKlEGZyueoepz1/n3aWtpyKVc7PQTF6QHExjzKCGDm78qkEPhMFCinEzUQcyWwZ0ZlmNmfy0AOgqHBwx31VvzztwniwZpPVB6NRr5Zs6KHH2wseRGkpbtYPxcqvObXLY/W4N7ahn/bSB/jyyr7qjV9UwOPc8vLrJ40f2qXHowUNx8V6TlAqg2bEx9sTk3NIIItkzbSh6gqE4AjMLq3EEcsC4zl9YpFLj6OUsvQDY0VRMDFrPoglxjGfCNr1ALbVbLl0CIVUDOv53NoI9ES7NlWezrFjTMIkAGAVO/eVaqb7xarXd6fxma2bsadYwNBCEXs2b8Vnpsewo5Kg9BD2AAC24rWhYXg6kcy0d2NoYQFDhWVg8za7ni5D/acF9ueRTVVfCmOZEqJpx49JftKwWV91tb7QBmJ5IJFuaTNQ/+8BtWjyeSl5Oxrc1OhjG4RBuwclPoMoCkht2Ie7n/7cj32+fpn9v4/2gH0UjjhX7OOY4Sj179rxMy/qNSRIzFjVksthZmQFmVgMgUAEkThHsVi/XlY97Zl7+6dpXwC85/B1KRbB4xFEAgHEYhmsjMwgl6uuTO3NNu0sbXHs2JaRFvfD/npefdGwUtxfanIw0PX4WT1QvzztwuK9dtZrrTasa58yVrxWhNcrj6nHjw39tJeCpULZWCanQpW9big/afzQLj060XR1CWDFceHH6bLeSFxFOlpAqpaXXIkjYF3RVF5BpYWYrCI3voKM+YtEBkjbf5FQ4jGkCiGkjRfM+Qkgky3b9ACwrGYLIJbKI5Ru9pcNwkrPtKvf8nSQ7eFJfMZwtOwp/sBzhcz9e/dgaOFu3On8YDiMd28FgAPYVTqIamjWVrw7XA3XuqKwjD2rwKQUhZj+S2xbXUVdDu7FzS493YP6T2voL4vWl8c4UgXYXmgbp9FXNRQyjetqfaFdy8TB/3tALZp7Xnqv1nGqrN3HNgIDdw9KuuOokIq7nX3WE2FzCQRhf2caiHcBP/25H/t8u8rcM/aRwGXVfgptutmICD/zoh6DzSKXTiBUSiEWCCAS51CKzjvdz/yzXXNv//jxBbQzAqBYVMDjEQQCMaRKISTSOcwOROjo2miLY8cPtli5lm5QQqeE/R14o27UXkrlZkrlkYd+QzmXSPpJ44d26QGAQipQXdoXiNg8x2vhbH2UbelFS19SWUIq5nzR2gc9wqveyxTDRDSIQobbVnHNuSYWRcOOet0jcQ40CEMrKr3+y0Zv02vtWrs8XSA0BnWbHha1p1jAFSWLV+fwKvY7kldCqPavHtYv1Nk/xxZmdXAvrtizoK/GWdiDmx916PHAU08XoP7TXvatlBu+0HqlqU5srXH/9iNlPfdI6dLEwffzUuKYqRlq66ePDT6DeA+y2QSC5Sw8F2kp8er7USyLMuzvTL3wI1hr+Gmvfuzz7Spzr9lHAldzSITyVaeoGS404ChziKWyKIXSyGkaVJmvaT+ZQZ57SxIDl1VoWg7pUAnZVAwNF59uADrg2NEHA/uEuiLNPJx0PV4b1HYH70FOGg21pM1TT1Ne8DrlMfX4sWEz7VWEonDweASxbLnGEkk/afzQLj3rAcNEi3vR6C9qQDZmCa+z1Fl3rlunB03E1tedWOhl7vl9MvqUXmvX+uXpMMNhLEv6Uh2XUwcADj6CZQDAFpwzDADDOGeL/tHyI0ZaP84fd8aGnvobI7s2c+4C1H/az9n6z5d1n6n2NJV4/4pY4/4rz0I9lMZzstPCr9hrfw+o0Ph5KU2N157gr7WPDQADeQ822jB5YPHTXv3Y59tV5l6zj7G6w+oURSvzKz/zIg+kUbQ2k2sHRRQVjngkgEAshszKiLmfjO7kaVAvR93XPvdul33aNIc3nDmVfYdGVjKIxQIIROLgSrFH79PO4sOxY9zMLf9qr28gF007Tm9iHHJTGwxWNqJL2zY4lBhHi/sU+mKf3hNrbowXtG4OZSxxbQUvPc0OzIv5cgM9fmzop70YuDnAAJXB3T5Q+knjh3bpWSckBq6mEa3xglz7FALri1qk5lJ4ZS6LcnTGPNVEYrNIBMvIL1a+YJzINWOxkcQwmwgChaXq4M24pc0lMDmNKArImBk77VyN9e/dl5repLfa1V95Oscw5i7chlGsYk9xwe3UAQCUcOPyKoDNuPKM4epJVavLuLGytvfgr/H1VcDcP2e4sn+O3WmzIzyGHUZE1fbwhXjHZgAHfl4N+wqFsTscwnazeJUQr/p7/qwn1H/WitdYJuurU8ywKj9p/KEsFWx7pLT2/Nbx9x5Q753M7/NS7wv16tq4jw0ug3kP6qGFtn05NhB++nM/9vlmylzvfbS37FNxAlRDZyUm15xf1a6Xn3mRkZcZgiuBzY7DO6e1zoebpFiEwuPmfjKl0DgmztbL0Xj+2a65dzP2qVuZJubwdex89gTGQyVz36E4V1Ds3duzO+wMhxufiy5xIaua0DRDZGZ8xoSsaUJm1vRe1yAkZtehylwwqYUz2iWnHiakunm7rzHZUhebyIK58pQEl9Vqflyy14vLQq18X5UF43INPbXEKB9nlnqpQnbkA0CANdZtK08tPXVt6K+9vD73o0Nqtr3bpUfiQvXol277qZ59w2x3Q49mszGrWZ6KPtXVDnq7++mHErP3Me66byTBZNVWJneb2tN43X+6nVVH3aSm26tVEUKIQ4cOtVV2hsOi8J17TPE13q1Jeq1d/ZenIxIaE2J62lvGQra0O8Ymq59Njokdw059w2LOkWbOmWY4JHZPVvKYFMtjIbHdoWNHeEwsT07X19Mxof7TDpGYLFTrO4sqC86kptM47clVr7Hc0RYtjZtNvAcYzyHvdzKfz2auCk1t/Bxt3McGUQb0HnS9u1j7fmvvZr0jtWzUbHv5SeMvr46Pdz7u09rvo+20j39hcp2+JzH3OFZjDtSwXo3mRdbxVJUFl7znsY3GXlfdanzWtnb3Mf/0PfeuN79saB//vgA/889m7EzilqGd4bB4x969ILoFg6ylgVSATh8iNjRCCBw+fHjtiizcdtllOH8+Y/5/X3IGNN4RBNFbdPI9gN45CILoPkzWkA5lEevxzfhbrhtS63scOkF40LHNkwmCIAiCIIhuou8dRPMNgiC6TjChbxI8CCeuoRoWNkB7FBN9xqZuF4AgCIIgCIIgCILYGCjxQF+esFiPIo8gwLtdCmIjQ46drqMgHhi0oY0gCIIgCH/QewBBEARBEGuDQrEIgiAIgiAIgiAIgiD6lJordoZE4y+LoW4XnyAIgiAIgiAIgiAIYuNSNxSrnuPGj+OHIAiCIAiCIAiCIAiCWD8oFIsgCIIgCIIgCIIgCKJPIccOQRBEm5EkBlnVj73UZOadhslQNU1Po8pwnfYpMXDZ0FFJw6yJGOTKZy6RwZrJq1u20TRoqgqZuQvUuMwSmNM+UoP8arWFjzQb2j491H/aVuYBvb9atCi46rZlL90XHbXGwN6DenlMPZper77rrl41a5MNfaXpsfuiXeNPu+xDrDNMtj+PeqAP9iPbQ2HsnpyGmDZkcgxzw+50O8YmbWl2ONMMhzA3aUkzPYndIWciRxoPPe7yTGIu5FGgRuwMhwUAlwwJeF73+zkJCQlJMyKEEIcOHWqr7AyHReE795hSa7xrq0hcyKosmCQJJmtCk5lnGlVTBWeSACAkJgtNUwWXKmkkwWXZ/LySRtU0IbN6+UuCq448G+bVSWFC1jShylywSv6ScY1LTZWZyZrQNNnUIzHjO1LzbdEwzQa3T+/0H7q/KmWw9Yc22LSlvjGQMrj3IJM1oanWenEffb4PpF029Jmmp+6Ldo0/7bIPSUelJ/pg22UdnnEuCYm5sbDYMWz8PxwSu6enhZieFHPD1XTbw5NCTE+L5fBwNc1kWGw39QyLuclpIaanxe7wsAC89FjShKxpxsSOmuUJi2WP8vgScuyQkJD0ggyMY8citR667uv+HmQNH+IeE7RW81ofYYJ75CtxVWgqF5LvMntMtCp6atjHzwtQ91+Ses8+vdV/6P5aD/2N6t39+4LuwbX3Mb08LieOxAXvd8dOm2zYrJ174b5o1/izHvYh6V5/72/pTr+qOHHEWMi45nTSWB00aJhmOTyspzGdNFVHzo4xpx6neOjxKRSKRRAE0VEkjIaA8so+y7UiFvNlBMen1rQsns0mECznsVhc/7xaQwHnxQZp/Je5tN9DV2i0j0MLes0+vdZ/ulvm9bu/9LAvmTPIqiVMhnuFhuWQCALBRM57Kb4rjMgZYuY0F8dMtIzsnLLeDdMnDOg9KI0i5HW9yMG9ml7iUDUNgxHl4ceGgz/WSVwfF1R3XGrH7SNxe0gX47IrxFUPOZLBYBkXVRnW4UxiHGqDMbP+uNqNZuOW8mhQZebRVrI9ZLLFMvvS48POPnICs+XlrJfRFvYGdlzz+Yxro32snLd5s/3C8CnYBgB4FPcfBICDuP9R/aNtp1RCpErYdQAANuPMM4YBnIozNwPAKr7+64N6klM3Y9SR109XVx16HAyfgSudenxCjh2CIIiOcjZGgsYLf+WB6uOZJDEZ6ShQWKo1AWOYiALl/CKKa8yrs0iYGg9ayu2/zKHRnqvMgNmnH/pPe8rcC/dXNDGDlWQAgUAAgVgeoUTOMglTEA8EEAjEkC0D5WxMTxcIIBCvlFkCn08jWsogVvksuQRMTKHW/JzNJhAsZNDQl7GhGYB7sLiIfBmIpjWoqgzOWB/cy+3Cjw03zljXdfswGblECPlYZYxawUwiWiNxCDPyBJaS1fFsdEqq6kknUMrEbGOm0xlZf1ztMEyGlksAmer4nVwaxZTVN89Vu31aLHNzemrY2bmfj0NMW7MpTGAJycpzJ5ZCPpRGrinPsJ9nXPvs46z/a7c6LlkcMueEJyGmx/Ba6A6Z0c2nmsk+e/cCrj+wisltUYhpCZOrB3D9wh7M1vHHVJxIVj16Mcb0/XWi24DV5YZ6vCDHDkEQRFcJVb35wRGcbf3I+NVU0zTk0iEUUjHEa8w7JT6DKArI1J2h1cmrSzA5hwSySNYst1eZFSwVgGBi1ny5lBjHfCLYM/UaTPv0Xv9ZU5l77P4qZ5NVB0uRI5lt9tdwffJVXtlXdT4VFfA4h2e1aLWOLwbjHiyCR2JIZQsAokik00jnjF/mu2faLuHHhgM21gEo8ggCgQAiDb2462kfCXwm6jnWeRNEaSkOxUxbWVGn60EhhXjlQ0NPdIbbxsy1j6vtwqPMAIqKddWc4URec5mb1VPDzkq86lzxEPN5qXDEuWJ/7mQKQHSizeNLu+xjZ8eYhEkAwCp27ivVTPeLVa/vTuMzWzdjT7GAoYUi9mzeis9Mj2FHJUHpIewBAGzFa0PD8HQimWnvxtDCAoYKy8DmbXY9PiHHDkEQRLdQ4ggEItUHVHkF1oXOKHJEjAdoLJVHKF3rVwn9YYfCEpRW8+oCEleRjhaQinB4vmrWKbMSjyFVCOmTE03D/ASQyZZ7ol4DaZ8e7D9rLnOP3V/OsJ3i/lKTkyYFS4WysYRdhSrrYVi1XnZptU5jBuseLELhcUQilT6fRTkYRbryq7r11/lcAkHoK3zM0Ipuh7C0Az82HMSxrmfsY1n5Y6G4v9ZkuoyVfbX1lB0feo2Zax9XDRyrV9SaYU210uhlrr0qtIF9mipzs3pq2dkvErjtxD0NWjq6FoXrbJ8q28OT+IzhaNlT/IHnCpn79+7B0MLduNP5wXAY794KAAewq3QQ1dCsrXh3uBqudUVhGXtWgUkpCjH9l9i2uoq6HNyLm116/EGOHYIgiI6yDyvl5pfoF5U6v0pIU9Dnnc4Xhtby6gT6ctoSUrG4Y7Lst8xFKPGI+ctRJM6BkWC3qzVg9und/tPuMg/K/aW3eQypVB55hJBI57yXw0scM9FGk4yNzaDfg5U+b+75Y/11PpZFGUAhVf11vvFKj17Fjw17715uT73apadb9ilhf51uZ9uHZd2cCQaO1Sue94OfND1JDTv7CsWSwNUcEqE8MjHLip5UoduVakxoDOo2PSxqT7GAK0oWr87hVex3JK+EUO1fPaxfqLN/ji3M6uBeXLFnQV+Ns7AHNz/q0OOBpx4fkGOHIAiioxSh/7hg/W3BuYdDc+ibumbhjqhof17tQJ8wAdmYZenvmsvstQdKf9I79unN/tPpMnfq/nJOmiR9t9IWfnkvQlE4eDyCWLbsuRxemhqvUScCGMR7kIEPwoqblvBjw4081nXSPt4OImk05FuDVY/V8VgVuyO2fePqWtHLHJ1gDdOsvcxt0uMrFMtYiZThtrGyYZvW2tC9E/UCgOEwliV9qY7LqQMABx/BMgBgC84ZBoBhnLNF/2j5ESOtH+ePO2NDT/2NkV2bOfuEHDsEQRAdRpnLohydMU+rkdgsEsEy8uZxOwxc5q7TH+YTXi9R9ScLjfPqLNUJU6RmCIivMjMO2TSQBCanfeyB0vv0mn16rf+0p8y9eX8FE/Mw595SrfIYEyzP/QSc9TJCyFwvvAyziSAKGd6jE9buMqj34EgiZzuppnafHzz82HAwx7oqtU/F6qR9iuCZgj7WmZtPGXtPNYWuJ5p2n5Ilc7vjxN+42gmKxr4zacu4oJe5WmTjpDGfZd6ne4o8NrJuTs/aqDisuGVskR1taqQx9z+SwGbHEfTUV+8Z1656DWPuwm0YxSr2FBfcTh0AQAk3Lq8C2IwrzxiunlS1uowbK5GDB3+Nr68C5v45w5X9c+xOmx3hMewwIqq2hy/EOzYDOPDzathXKIzd4RC2m8WrhHjV3/PHk53hsOc56EOi/jnpjT4nISEhaUaEEOLQoUNtlZ3hsCh85x5Tao137RUmZE0TmktkwSzpJCYLtfKZKgsu2fVIjAtZVS3fV4XMJVd+EleFpqmu76OJvDontWzTvH0ASTC5ah9V5oJJrbSFv/bauPbppf4zqPeXXieZMyGr9csDQEDilnSa0GTmqJdma3fJq06q+3ordh48Gdx70G+f7z9pnw0bp+m9+8Jv39DHMk2oNdq8PfbxWWZu18OY7Lah1zXPPq3VuMeaHFc7JZKzzMxjjLbYp26ZJcGtY4wjnS89PuzcuE7M/dxx6rXWW5UFl4z2YY1tZH3GNWefGhIaE2J62lvGQra0O8Ymq59Njokdw059w2LOkWbOmWY4JHZPVvKYFMtjIbHdoWNHeEwsT07X1+NDhnaGw+Ide/fCyZAAxBBq0uhzgiCIZhBC4PDhw2tXZOG2yy7D+fMZ8//7kjPwGu8IgiC6B4OspYFUoOapXP2ZF0EQRGMkriI3nkcs0s5VhDTWERsPCsUiCIIgCILYECiIB2iiQxBEt3CEjEp6aOhGCAkkiPWGHDsEQRAEQRAEQRDEOqNgcWkEM/PG6Uq5GSCbQrLP98cjiF5gU70Ph0S3i0cQBEEQBDHIKIgHaAkNQRAbg6ISR2TdhzwaV4mNR03HDu2fQxAEQRAEQRAEQRAE0dtQKBZBEARBEARBEARBEESfQo4dgiAIgiAIgiAIgiCIPoUcOwRBEATRgzBZBZfWrocgCIIgCIIYbMixQxAEsaFhkDUNMut2OTpVXRmaJmPgq8tkaJpfx1CNPsBk/dSSinh1Ej9p2ooEJqvV/FS5JeeXJDHIqlWPCpm5FUlMhtogL4lb0mgqZFciH2WWGLgzDSOvHkEQBEEQ/iDHDkEQRM8igasa1LozV33SWH9iSfQTFWdCOhpEIqdClRm60qJKHIFAAIFAAKnCGtK0ESbnkI6WkIrpecYyKxjPNbuyiWE2l0aolDf1BJIZIJ2z32sSx3w6hHwqZuQFJBx5SVxFLgHkK3pieYQSOZuTrHGZJfDZCWApadoylgHG07mN43AlCIIgCGJNkGOHIAiib2GQtRxmkEGyMiFM6RNLlZw7/QmTkTOcCalCGdlYEsmlCUyt6wRfQTwQQLznT4ZlmIgC5ewclKJ+pahwJLNAYrY5A61kY4jEuakHRQVz2TKC41OmE43NJhAsZMCNREVlDtlyEONTlRQSpsaDQGEJ3NTDkSkA0YlKefyUuQgej5v56GniDj0EQRAEQRC1IccOQRCEgS2kQpXBuDVsxytcxTuERWIcqlpnBY0rDMQZdqHr1bQcEkEgmMh5hrowOY1oIYVIXEF1fqpPLPUJqr7ixxYqY5TJ7fdhkNUG4SS2kBPNsZKkYotGehrZ2Uxk0aN5rlppHALjkdeoR7s3ai/d2EYZLfVTZTijZSSut2urjjVpNASU81isehxQVOLga3a6GH3BakeJ29qzX1aHlPYX3RdDo02salLAebFBGgmjIaC8ss9yrYjFvN3507kyEwRBEARB1IYcOwRBEIC+UiIRqoZUJFcwk4i2piedQCkTqxGaIYHPpxEtZRALVPJaAiamLI4NfQVFIBBDtgyUszEzRCNQWVYhccxEy8jO6f9X9wJRMYGyoacIHglUv1sJlynnseiYZ0ZnJrCUNFb9ZIFoYt7u/GFTmMCSuTIoEEshH0oj5/AGNNbjw85MhpZLAJlqvZNLo7ZVK3oITMgVAmN1qLjS1MirfntZCWFGrtYvkFzC6NQ6TM2DIzi7rQoZZDWH8VIKAYsTEEWOSCCAQCCFDkRRtY3Q6Hq4Q/TVN+X8omGfszESNBwyFaeeK9siuL6sxuzjErPfl62WWWIy0lGgsNTzy6gIgiAIgugByLFDEAQBCXwminI2aQupSGbLLelBIYW4GXeh64nOcOPXeX3CWF7ZZ5lgK+BxjqamcGePIIgS9hdh7AUSRSkVQyCQxEoo6F06riIdLSAV4XCuHyjnLaEii3mUEcSI1bugcMS5Yi+zMallvvX4sbOHDaGvRKquWjEm4R56qqspaqdprr2sBFFaitvCd5wrP4o8gkAggIhrRYhk2RzX2DfH4gzgrPL9DArlKNKaipkoMDK1xv11zmaQtTRCJX1lV3+jYKkABBOzppNFYhzzieCanWFMziGBLJI1V/KEYC72sualxBHLAuM5fdVTLj2OUsrS55ops2UFVS4dQiEV64PwOIIgCIIgegFy7BAEQVh/nbdQ3F9qSY89fMPQY07iFCwVykZ4lQpV1sOwmp286yE7K9gHGE6eApaUIirhIi6YjFwCyMbing4kW92L++Guue6YsIbuaOlok3r82FlPU3+lQh09pp3951W/vayU4UjqHzZl2Rw3iczKBOYNZ8D8BLBoVldBPKLvlVQqBxFNpJHT1BbDpIJIpNOIAij1y8oPxylbzpA2JR5DqhBC2mK7TLZcvRdaoJ7D08gUgUCk6qyx5MVkFbnxFWTMlWPuTZh9l9lcQWXslZWmvbIIgiAIgvAHOXYIgiDajG1PHA8HiBKPIBCIIZXKI48QEumcK6SprUgcajqKQsoyOW1OAbiaQyKUr05gAwEEOnEMUgdo1F5VjBVSraBwy+a4RSg8bk7iI3G3Q6GocCyVysjGjJC2dGtHtJezMcSyZUTTzZ4c1SUsp2x5r3wqGvdP1XYYCbacnR6uV0LK5fDch5VyoxAqholoEIVM/U2YWymzvsFya/v5EARBEASx8SDHDkEQRI1JnDQaqv81aRQhDz2FlH1fG12cE8ciFIWDxyOIZcuukKZG2FaV7FtBGVFMMAnmST0mDHIugWAhtYawDmMVjXUC68c+LdlZT1P/NKA6esxVEP7z8tde3aP5lWMVysgvFlHkEaQKQSTm+QA6CYxTp8y9cfxTOao8G4vb+rVOEfotZl235dyHpw51Q8NaLzNBEARBEIQX5NghCIIwNkENJuarp1NJxj4YJobDwdx7RQKbHUfQQ080bd9oVWIcMq8ef8xlbvnccMR4hpIYk0uvX+1NZw70fWFSBYTSOWjaPEZKZVM3V9OIlrOIrWmzjoqzpeoYkJjssE+77FzZkDYN2WJE6z405ulE1o2ZDT3VybIlL0ea5tqrOdZ8KhaXIdtC8ySwieiaQo0AQImnUAgmWl4Ztk/vAB4bCDeXZs0wbukXkn4yHArINLkUrerUqb2KTZnLohydMfuqxGaRCOrOMiMFlgr6mFAtEsNsIggUlqqOwYZldo4J1X14yPlDEARBEIQvdobDAgAJCQlJV0UIIQ4dOtRW2RkOi8J37jGl0XgncVmomiY0TROaKgvGZKFpsmCVNBIXslr9nEtMyJomZObQwyzpNE2oMhdMqv+5VKtckj2tJjPzMyZrQlPrfBd6+TSXqIJL9jT2Onhck5i7zDb7+NTjx84e9VZl5qqnTY+mCplLjduUu/Nq1F4ABLzK6NmHVF2HR1n8iSSYrFrq1aB/1BImO9q5cq3aHkz26htajXpKgstqtUye9fOTZq2i26duWzWUWveF5tE37P2HS/XLo2mqR19tXGa9D9r1yOtiPxISEhISEpJBlKGd4bB4x969IAiC6CZCCBw+fLitOm+77DKcP58x/78vOYNmxjuJq8iN5xGrtalq1zH2vkEBqaRXOEl/0Pt27g5MVjE61+q+SARBEARBEMRGgUKxCIIgALjCIYyQit4OhSiCR2JI5YGZ+donCfUW/WhngiAIgiAIguhdNnW7AARBEL2BgsUlGfPzGtJBACijkE0h2fPLJfQTlhTe7XL4pV/t3HmUeKTbRSAIgiAIgiD6AHLsEARBGBSVOCK9chTSAEN2JgiCIAiCIIj2QaFYBEEQBEEQBEEQBEEQfQo5dgiCIAiCIAiCIAiCIPoUcuwQBEEQBEEQBEEQBEH0KeTYIQiCIIgehMkqevqAM4IgCIIgCKInIMcOQRDEhoZB1jTIrNvl6FR1ZWiajI1S3V6EyRo0lWPdfVYSh6ptPOeYxFXTvkzWoDoMIEkMsqpC0zRdVBUycxtJYjJUM43saUeJW9JoKmRXIglMtubloUdi4M40XuVpUC+CIAiC2MiQY4cgCKJnkcDVRhMYfeJUf3JF9BOVCXU6GkQip0KV2fo7QYgNAsNsLo1QKY9ULIBAIIBAMgOkc/ZxRuKYT4eQT8UQCAQQywCJnN1JJnEVuQSQr+iJ5RFK5GxOYibnkI6WzLximRWM2/RI4LMTwFJS12HkNZ7ObRxnM0EQBEG0AXLsEARB9C0MspbDDDJIViZFKX1yRb9m9ylMRs6YUKcKZWRjSSSXJjA1QJNcJR5AIMJR7HZBNigr2RgicQ6l0gBFBXPZMoLjU6YDkc0mECxkwI1ERWUO2XIQ41OVFBKmxoNAYQnc1MORKQDRiUpnZZiIAuXsnJlXUeFIZoHEbCVNETweN/PR08QdegiCIAiCaAQ5dgiCIAxsYQWqDMatYTteIUveYUwS41DVOitoXKEQztADXa+m5ZAIAsFErprWkhmT04gWUojEFVTnaPrkSp+k6St+zO9aVvW4/T4MstogpMIWdqE5VpJUbNFITyM7m4ksejTPVSuNw0A88hr1aPdG7aUb2yijpX6qDGfEiMT1dm3VsSaNhoByHovVWTeKShxcaUaL0Ra8QVs07Ie+S92gb1TLVM3LIxSLye6+6XWtg/jqqz76Rv0+5rO92oICzhu51CSMhoDyyj7LtSIW83bnj19K+z3yC43SKjSCIAiCaCPk2CEIggD0lRKJUDWsILmCmUS0NT3pBEqZWI3wBAl8Po1oKYNYoJLXEjAxZZksKogHAggEYsiWgXI2ZoYpBOLGDF/imImWkZ3T/6/uh6FiAmVDTxE8Eqh+NxBAqgDdceCYa0VnJrCUNFb9ZIFoYt4xwZ7CBJbMlUGBWAr5UBo5h1ersR4fdmYytFwCyFTrnVwata1a0cNAQq4wEKtDxZWmRl7128tKCDNytX6B5BJGp9ZhehocwdltUBNNzGAlWcs+fvqhT3z1jUqfNvqgF0ocsSyQyFmcqekoytkkGvoi1oOmxoQ6fcNnH6vfXv4p8oi5IkqJBxDx4ciZGg+inF80HMRnYyRoOGQqTitXMYrg+rIa8/6WmH1MMi0z2lwdJCYjHQUKS3Y9zdeLIAiCIDYQO8NhAYCEhISkqyKEEIcOHWqr7AyHReE795hSe7yTBFc1oXLJdl3iqtA0WTBAAEzImiZkZv2e85quR5OZW4/KhWT5jjOvZsoFQIDJ1bJJXKiaJmQmVctg5lerPvY62PIw9TUon7UMvvT4sbO3DX23l1nv1vOy67HW1YdN6pVZVoWmaULTVKHKTEiSkR/jgjNLe6hGGk0VMmeudmws3n2s9X7Ygtj6hl2Y7N0/7fcQ99EPGojEhaqpgksttlfD/uOnb7Q+Jnj2w3UQd3tYxjUmC82woVfdJS4LVdPMfq2PQQ7dmiyYpa/r6R02lHhdPSQkJCQkJCT1hVbsEARBWH+htlDcX2pJjz2EwdBjrsJQsFQoG+FVKlRZD39p9nd5PWRnBfsA4OwRBFHAklJEJWTCBZORSwDZWBxeUT22uhf3w11zCdy2SbMGLR1tUo8fO+tpnL/Ww68e087+86rfXlbKcCT1D5uybBCbRGZlAvM53Y7zE8CiWV0F8Yi+V1KpHEQ0kUZOU1vaSLa+fdrTD3X89Q1/FMEjKRSiCSSCBaTiTcWgtZFmx4RafcN/H6vfXuuDxFWkowWkau15pMQRCESqK6YqYw4AJqvIja8gY66ac2/CrMRjSBVCSFv6eiZbtunRK8sRse4TlqZ9wgiCIAiiGcixQxAE0WZse+J4THKVeASBQAypVB55hJBI51whTW1F4lDTURRSkRZDWiRwNYdEKF+dxAUCCNSMqekvGrVXlRL2txr9oXDLBrFFKDxuTmQjcfekuqhwLJXKyMaMkLZ0+49ob08/XIe+wSagt0AITUbxdJH6fcN/H+sceqhiCSmXs3cfVsqNQqgYJqJBFDL1N2EGikY/q/Z1jATrlkvfYLm1/XwIgiAIYqNCjh2CIIgaExlpNFT/a9IoQh56Cin7vja6OCdPRSgKB49HEMuWgehEUxN326/5+1ZQRhQTTIJ5Wo0Jg5xLIFhIofXFD8YqGuskzo99WrKznqb+iTh19JgrAfzn5a+9ukfzK8d06tvH1L6mfti+vlGhsq9OzLHfTqdpcUyoocdPH/PXXu2hclR5Nha3tZtOEfrwYl0r5NyHpw51VxkZJ2X50UMQBEEQhG/IsUMQBGFsBBpMzFdPBZI45hNBSxrD4TBTOc1HApsdR9BDTzTtPhFH5tUjgLnMLZ8bjhjPCZwxwfL65dp05gAociRTBYTSOWjaPEZKZVM3V9OIlrOIrSmkpeJsqZ5kJDHZYZ922bmyKWsassWIEuMwTVg5oce6MbOhpzphtOTlSNNcezXHmk/F4jJkW0iUBDYRbWmCX98+zfTDerSrb+hl4Kpx0hsvosiTyJajSHudoLXu+Omr/vX46WP126t9VJ06tVfwKXNZlKMzZt0lNotEsIy8ueu6gqWCPh6yasNjNhEECktVhxXjlvtY0k/yQwEZM2NnP9Rts151JwiCIIhBhRw7BEEQgHEiTwnjaSNkYn4EGVs4SRE8mUUBCeQ0DZo6i9G5DApeelIrmJivhl3MTwBL5iYqChaXYPk8h/FSFrEae1woc5Y8rcedF/VjzSuOpqJSCe2JIB6vnB6jr6ZA0PL9msed16MInkyhEKrqmZ9YQbKVcJuGdtbTBGJZYCZnseF+yz40+gk5sWwJ48beHVpuHKVszH5STiWvSpr5EWSy7rzqt1dnKfI5LE3MY17TkI4GkcjlMIPa/aMehWwGI/O17NNcP6xT4rb1DSbnHPvqGPvtBBOY78Z+K376ql89PvpY/fZqF4bzBUEkcpo9PMx6jHuRI5mq1j0343YEKfEYUqVxc/8cLTeDUCFldyIri1iamDf72AyyjtCvSj9UzXLk0utVd4IgCIIYYOhULBISkl6Q7p6K5S2dOpWmdamcgFU9daYfpfft3B1hcqsnOnmd4NY7wuQ1nnblV9Z0KlYn+2pvtxcJCQkJCQlJ7wut2CEIggDgCgkwwgp6OxygCB6JIZUHZiyrAXr7NJl+tDPRPow9Vlo+XqyzZaW+ShAEQRBEP7Cp2wUgCILoDRQsLsmYn9eQDgJAGYVsCsmeDwfQT1hSeLfL4Zd+tXPnUeKRbhehbTBZQ+UgqHIh2yftTX2VIAiCIIj+gBw7BEEQBkUljkivHIU0wJCd1xsF8UBvGViJB3rmlLFm6Exf7b32IgiCIAiivyDHDkEQBEEQg0eRIxLg3S4FQRAEQRDEukN77BAEQRAEQRAEQRAEQfQp5NghCIIgCIIgCIIgCILoU8ixQxAEQRAEQRAEQRAE0aeQY4cgCKKNSBKDrKrm0eOaqkJm7uPHJSZDNdPI8DqhXOKWNJoK2ZVIApOtebn1+C1Pp9geCmP35DTEtCGTY5gbdqfbMTZpS7PDmWY4hLlJS5rpSewOORM50njocZdnEnMhjwJ1COo/bbAht5TXUn9r3fykscFkaJoG1dPQDLJaz869jgSuatBk5qhW4z42iAzmPcggu/q7IY5270dsNqpRH1/t5SeNj7w6Wvc23aftso9fmFztg+qADC6250qn+waToWkyWs3VPg5xDEaLbEB2hsMCAAkJCUlXRQghDh061FbZGQ6LwnfuMWX9xzsmZE0TqswFk4xrknGNS9V0EheqpgrO9GsSk4WmqYJLVV0SV4WmydVrEheqpgmZVdMwWROaJpt5SczQKzVZno5JSMyNhcWOYeP/4ZDYPT0txPSkmBuuptsenhRielosh4eraSbDYrupZ1jMTU4LMT0tdoeHBeClx5ImZE0zJnbULE9YLHuUp3NC/acdInFVaCoX0hrT2NpF1YTmWe+KPZihSxKMy7a2aK9Igqtttr/kbHd/fWwwZQPdg0Z5evle9lsPWZUFkyTdnjKr3cfr9WefaRrm1eG6t+U+bZd9mhAma02Mwb0g/sfervQNJutjScvf7ZXxfR2ecRtJyLFDQkLSCzIojh3u8TByTiLdD33ng0z/3/liYP+e98u9xFVbGj/l6aZUnDhiLGRcczpprA4aNEyzHB7W05hOmqojZ8eYU49TPPR0VKj/tEPa7diRuCpUzjxfNjs/OWn/S6/XJKRxHxtU2Tj3YP9NrFvry377c7N9vhccO+26T9fDPoPX/wbdsdPid7toZxK3UCgWQRBE21DAebFBGgmjIaC8ss9yrYjFfBnB8amml7+W9nvkFxo19PgpT3c5b/Nm+4XhU7ANAPAo7j8IAAdx/6P6R9tOqYRIlbDrAABsxplnDAM4FWduBoBVfP3XB/Ukp27GqCOvn66uOvQ4GD4DVzr1dBTqPz2HxDGfKCHD93l9qLdFfhFrs5IeJiPzeiFdlVCaHBJBIJjIeS/5d4XtyOD1wnYkjploGdk5xV2vNvWx/mKD3INMRjpaRjbJvfuuxKFqGnog0qgN+GmvfuzzzZW5EiakeoQD9p59JDBbGKMGVWYt5VM/HNIYe2393HnN59i7jlTC/2xDPbeHxbFRj+8xDrVOmLAZOpaOAogi7QrF8m8fmfkISZa4JY2zTX3YmclQVRlM6s07shcgxw5BEMS6ImFqPGiZ/J2NkaDxMl+JiXY9o4rgmQIQnTBj2CXmNQEDQqPNPuCc5ekmIbx2q+OSxSFzTngSYnoMr4XukBndfKqZ7LN3L+D6A6uY3BaFmJYwuXoA1y/swWwdf0zFiWTVoxdjTN9fJ7oNWF1uqKezUP9piWACuUZ7kjRMI4HPJ4DsHBTPTCptcbbthVblrb3sRxMzWEkGEAgEEIjlEUrkLJMwBfFAAIFADNkyUM7G9HSBAALxSukk8Pk0oqUMYpXPkkvAxFTNfRfYbALBQgZ234GfPraRGLR7kEFORwFXuw8qftqrH/t8u8rcg/ZhU5jAEpKVcSyWQj6URq5JR4rEVeQSIeRjtcZVP/gZe9cBqercyuVmECrlMbevRr2SK5hJRB02lJFLJ1DKxGx1t5qwyCP6Z6kCgAJSlXpFeNNjS3RmAkvG8yuWBaKJefseTEyGlksAmar9kkujmDLL48PO++aQL4Uwk8sZziMG8vHYIccOQRDEOsLkHBLIIlnzDTpUXVkSHMHZlb+VOGJZYDynTxhz6XGUUknLi7iCpQIQTMyaL1gS45hPBO16mi5P59gxJmESALCKnftKNdP9YtXru9P4zNbN2FMsYGihiD2bt+Iz02PYUUlQegh7AABb8drQMDydSGbauzG0sIChwjKweZtdT5eh/tMC+/PIpqovhbFMCdG0/YXWVxo266uu1hfaQCwPJNItbQZazlrap8iRzDb7a7g++Sqv7Ku+lBcV8Dj3dkxJ3o4GNzX62AZh0O5Bic8gigJS6zkp7Wn89Od+7PP1y1yZxEca9psesI/CEeeKfRwzHKX+XTuGA3TN42onkSAxY1VLLoeZkRVkYjEEAhFE4hzFYv16WfXwmShQSCGuFG1pojPrszFyOT8HM6vFPMoIYsTsGB7lAVBUOHgzw1CxCB6PIBIIIBbLYGVkBrlcdWVqb7ZpZyHHDkEQxDohcRXpaAGpWr9+KHEEApHqw7m8gspCZyaryI2vIGP+0pQB0vZfmpR4DKlCCGlj4jA/AWSyZZuepsrTQbaHJ/EZw9Gyp/gDzxUy9+/dg6GFu3Gn84PhMN69FQAOYFfpIKqhWVvx7nA1XOuKwjL2rAKTUhRi+i+xbXUVdTm4Fze79HQP6j+tob8sWl8e40gVYHuhbZxGX9VQyDSuq/WFdi0TB2dITnF/qclJk4KlQtlYwq5Cleu/7Hqv1nGqrN3HNgIDdw9KuuOokIq7nX3GyW+apkHLJRAEEE0P2MlFfvpzP/b5dpW5Z+wjgcuqLRRLDxdqBssqIwvNj6sdhM0il04gVEohFgggEudQis47vU69HGnsoXPrW3dbeYr7Yf+pTi9PYal9zuRiUQGPRxAIxJAqhZBI5zA7EKGja4McOwRBEOuAvlS2hFTM+QK9DyvlRsvvGSaiQRQy3DJhVDDnmjAWocQj5qqDSJwDI8Emy9MFQmNQt+lhUXuKBVxRsnh1Dq9ivyN5JYRq/+ph/UKd/XNsYVYH9+KKPQv6apyFPbj5UYceDzz1dAHqP+1l30q54QutV5rqxNYa928/UtZzj5QuTRyUyotuKo889Jddz/AFiWMmWutF208fG3wG8R5kswkEy1l4LtJS4tXQh1gWZQCFVKBatl5epVcXP+3Vj32+XWXuNftI4GoOiVC+6hQ1w4UGHGUOsVQWpVAaOU2DKvM17Sdj26emJedY7yJJDFxWoWk5pEMlZFMxNFx8ugEgxw5BEESb0V/AgWwsDsX1LlyE/qOJddrXxJ4JdSeMDBNR92au9cvTYYbDWJb0pToupw4AHHwEywCALThnGACGcc4W/aPlR4y0fpw/7owNPfU3RnZt5twFqP+0n7P1ny/r/rJsT1OJ96+INe6/MrHWQ2k8Jzst/Irt1CPpu5W28Gt4EYrCweMRxLJlz/AFaWq89gR/rX1sABjIe7DRhskDi5/26sc+364y95p9jNUdVqcojPGwKbydUQ3HVWkUzebUPoooKhzxSACBWAyZlRFzPxndydOgXo66Wx2zVVnjjzMt2UcvT3RijUtqDGdOZd+hkZUMYrEAApE4uFLs0fu0s5BjhyAIoo1UX8AjNUMclLksytEZ87Qaic0iESwjv1j5gj5hjM7w6gaFEsNsIggUlqoPZcYtG75KYHIaURSQsWTspzydYxhzF27DKFaxp7jgduoAAEq4cXkVwGZcecZw9aSq1WXcWFnbe/DX+PoqYO6fM1zZP8futNkRHsMOI6Jqe/hCvGMzgAM/r4Z9hcLYHQ5hu1m8SohX/T1/1hPqP2uFgcvctrGnxGR9dYoZVuUnjT+UpYJtj5RKqEsrk52gdbPJmnqMCZZnqJezXvrEyz2J0ftCvbo27mODy2Deg3pooW1fjg2En/7cj32+mTLXPhWr1+xTcQJUQ2clJut7T3lQu17GqV11x1UjLzMEVwKbHYd3TvXG3nWgWITC4+Z+MqXQOCbO1svBMwXPelnLyjMFRNOy4znHITe1uX8z9qlbGWOPpLTtkAKJcbiLU8fOZ09gPFQy9x2KcwXF3r09u8POcLjrZ66TkJCQCCHEoUOH2io7w2FR+M49pqz/eMeErGlC8xRZMEtaiclCrXymyoJLTl2SYLJq+b4qVJkJqU4aVeaCSa2VpyMSGhNietpbxkK2tDvGJqufTY6JHcNOfcNizpFmzplmOCR2T1bymBTLYyGx3aFjR3hMLE9O19fTMaH+0w6RmCxU1VJWVRacSU2ncdqTq5pQueSdn8XOMpeaLLNuZ5kzIas+9Ejckk4TmswsZbF/psrc0eYQEleFprqv162XZx8bRBnQe1Dilj7qEB99obello2abS8/afzl1fHxzsd9KnG9n6k1xpX22Me/MLlO35OYexxjsqedG9aLNxifreOpKgsuGeMxa27sddWtxmdta3dubwvGZY8+734eMK82q2Fbf/bxslcNG0rO8rAa7e/PziRuGdoZDot37N0LgiCIbiKEwOHDh9euyMJtl12G8+cz5v/3JWdA4x1BEL0Fg6ylgVQA639QUSfzIgiC8IbJGtKhLGI9vhl/y3VDan2PQycIDygUiyAIgiAIYkOg7x1E8w2CILpOMKFvEjwIJ66hGhY2QHsUE33Gpm4XgCAIgiAIgiAIgtgYKPFAX56wWI8ijyDAu10KYiNDjh2CIAiCIIiuoSAeGLQpDkEQBEEQnYRCsQiCIAiCIAiCIAiCIPoUcuwQBEEQBEEQBEEQBEH0KeTYIQiCIAiCIAiCIAiC6FPIsUMQBEEQBEEQBEEQBNGnkGOHIAiizUgSg6zqx15qMvNOw2SomqanUWW4TvuUGLhs6KikYdZEDHLlM5fIYM3k1S3baBo0VYXM3AVqXGYJzGkfqUF+Xm3R0M4b2z5+y9M1G9H91Q6LgqtuW/qx8yAyuPegXh6zzJqup++6q1fN2jEm+E3TY/dFu8afdtmHWGeYbH8e9UAf7Ee2h8LYPTkNMW3I5Bjmht3pdoxN2tLscKYZDmFu0pJmehK7Q85EjjQeetzlmcRcyKNAjdgZDgsAJCQkJF0VIYQ4dOhQW2VnOCwK37nHlI6MdxIXsioLJkmCyZrQZOaZRtVUwZkkAAiJyULTVMGlShpJcFk2P6+kUTVNyKxe/pLgqiPPhnl1UpiQNU2oMheskr9kXONSU2VmsiY0TTb1SMz4jtRMW7Rq541iH5/l6aRs+PtLL0Nb7S+10jcGVQb3HmSyJjTVqod3cazrtTHBf5qeui/aNf60yz4kHZWe6INtl3V4xrkkJObGwmLHsPH/cEjsnp4WYnpSzA1X020PTwoxPS2Ww8PVNJNhsd3UMyzmJqeFmJ4Wu8PDAvDSY0kTsqYZEztqlicslj3K40vIsUNCQtILMjCOHYvUeui6r/t7kDV8iHtM0FrNa32ECe6Rr8RVoalcSL7L7D2xkbha0z7NvAB172Wp1+zjrzzdko15f7Vff6N6D+bkYaPdg3p5XE4ciQve746dNo0Jzd7LvXBftGv8WQ/7kHSvv/e3dKdfVZw4YixkXHM6aawOGjRMsxwe1tOYTpqqI2fHmFOPUzz0+BQKxSIIgugoEkZDQHlln+VaEYv5MoLjU2taFs9mEwiW81gsrn9eraGA82KDNP7LXNrvoSs02sehBb1mHz/l6TX68f7Sw75kziCrljAZ7hUalkMiCAQTOe+l+K6wnQahhRLHTLSM7Jyy3g3TJwzoPSiNIuR1vcjBvZpe4lA1DYMR5eGnvXrtWdmuellSc31cUN1xqR23j8TtIV2My64QVz3kSAaDZVxUZViHM4lxqA3GzPrjajeajVvKo0GVmUdbyfaQyRbL7EuPDzv7yAnMlpezXkZb2BvYcc3nM66N9rFy3ubN9gvDp2AbAOBR3H8QAA7i/kf1j7adUgmRKmHXAQDYjDPPGAZwKs7cDACr+PqvD+pJTt2MUUdeP11ddehxMHwGrnTq8Qk5dgiCIDrK2RgJGi/8lQeqj2eSxGSko0BhqdYEjGEiCpTziyiuMa/OImFqPGgpt/8yh0bbX5nGdt7Y9nGXp9fo3/srmpjBSjKAQCCAQCyPUCJnmYQpiAcCCARiyJaBcjampwsEEIhXyiyBz6cRLWUQq3yWXAImplBrfs5mEwgWMug7/11HGYB7sLiIfBmIpjWoqgzOWA8+C9YLP+3VD8/K9Spzh+3DZOQSIeRjlTFqBTOJaI3EIczIE1hKVsez0SmpqiedQCkTs42ZTmdk/XG1wzAZWi4BZKrjd3JpFFNW3zxX7fZpsczN6alhZ+d+Pg4xbc2mMIElJCvPnVgK+VAauaY8w36ece2zj7P+r93quGRxyJwTnoSYHsNroTtkRjefaib77N0LuP7AKia3RSGmJUyuHsD1C3swW8cfU3EiWfXoxRjT99eJbgNWlxvq8YIcOwRBEF0lVPXmB0dwtvUj41dTTdOQS4dQSMUQrzHvlPgMoiggU3eGVievLsHkHBLIIlmz3F5lVrBUAIKJWfPlUmIc84lga/Vqws4b0j5NlafX6J/7q5xNVh0sRY5kttlfw/XJV3llX3XCX1TA4xye1aLVOr4YjHuwCB6JIZUtAIgikU4jnTN+me+mcbuCn/u0956Va61XkUcQCAQQadhv1tM+EvhM1HOs8yaI0lIcipm2soJN14NCCvHKh4ae6Ay3jZlrH1fbhUeZARQV66o5w2m75jI3q6eGnZV41bniIebzUuGIc8X+3MkUgOhEm8eXdtnHzo4xCZMAgFXs3Feqme4Xq17fncZntm7GnmIBQwtF7Nm8FZ+ZHsOOSoLSQ9gDANiK14aG4elEMtPejaGFBQwVloHN2+x6fEKOHYIgiG6hxBEIRKoPqPIKrAudUeSIGA/QWCqPULrWrxL6ww6FJSit5tUFJK4iHS0gFeHevzzXKbMSjyFVCOmTE03D/ASQyZZbq5dvO29Q+/gtT6/RZ/eXM2ynuL/U5KRJwVKhbCxhV6HKehhWrZ5Mq3UaM1j3YBEKjyMSqfT5LMrBKNKVX9Wtv87nEghCX+Fjhlb0wJi4Zvzcpz34rGxLvXrCPpaVPxaK+2tNpstY2VdbT9nxodeYufZx1cCxekWtGdZUK41e5vqrgevYp6kyN6unlp39IoHbTtzToKWja1G4zvapsj08ic8YjpY9xR94rpC5f+8eDC3cjTudHwyH8e6tAHAAu0oHUQ3N2op3h6vhWlcUlrFnFZiUohDTf4ltq6uoy8G9uNmlxx/k2CEIgugo+7BSbn6JflGp86uENAV93ul8YWgtr06gL6ctIRWLOybLfstchBKPmL8cReIcGAmuuVx17byB7VO7PL3Gxr6/9DaPIZXKI48QEumc93J4iWOmp0IOe49Bvwcrfd7c88f663wsizKAQqr663zjlR69ip/26r17uT31apeebtmnhP11up1tH5Z1cyYYOFaveN4PftL0JDXs7CsUSwJXc0iE8sjELCt6UoVuV6oxoTGo2/SwqD3FAq4oWbw6h1ex35G8EkK1f/WwfqHO/jm2MKuDe3HFngV9Nc7CHtz8qEOPB556fECOHYIgiI5ShP7jgvW3hbXtW6Jv6pqFO6Ki/Xm1A32CAmRjlqW/ay6z1x4o/Umv2ad+eXqN/r2/nJMmSd+ttIVf3otQFA4ejyCWLXsuh5emxmvUiQAG8R5k4IOw4qYl/LRXbz4r116vXrOPt4NIGg351mDVY3U8VsXu+GzfuLpW9DJHJ1jDNGsvc5v0+ArFMlYiZbhtbGrYprU2dO9EvQBgOIxlSV+q43LqAMDBR7AMANiCc4YBYBjnbNE/Wn7ESOvH+ePO2NBTf2Nk12bOPiHHDkEQRIdR5rIoR2fM02okNotEsIy8edwOA5e56/SH+YTXS1T9yULjvDpLdYISqRkC4qvMjEM2DSSByWkfe6A4acbOG9E+/srTa/Tr/RVMzMOce0u1ymNMsDxXlDnrZYSQuV54GWYTQRQyfRJS12EG9R4cSeRsJ9V0e6zrJH7aq9eele2qV4Xap2J10j5F8ExBH+vMzaeMvaeaQtcTTbtPyZK53XHib1ztBEVj35m0ZVzQy1wtsnHSmM8y79M9RR4bWTenZ21UHFbcMrbIjjY10pj7H0lgs+MIeuqr94xrV72GMXfhNoxiFXuKC26nDgCghBuXVwFsxpVnDFdPqlpdxo2VyMGDv8bXVwFz/5zhyv45dqfNjvAYdhgRVdvDF+IdmwEc+Hk17CsUxu5wCNvN4lVCvOrv+ePJznC4B86sJyEh2egihBCHDh1qq+wMh0XhO/eY0pnxjglZ04TmElkwSzqJyUKtfKbKgkt2PRLjQlZVy/dVIXPJlZ/EVaFpquv7aCKvzkkt2zRvH0ASTK7aR5W5YFLzbeHXzhvTPv7L030b9fP9pddJ5kzIqo9+KHFLOk1oMnPUS7O1u+RVJ9V9vRU7D54M7j3YW2Nd740J/tL03n3hd/zRxzJNqDXavD328VlmbtfDmOy2odc1zz6t1bjHmhxXOyWSs8zMY4y22KdumSXBrWOMI50vPT7s3LhOzP3cceq11luVBZeM9mGNbWR9xjVnnxoSGhNietpbxkK2tDvGJqufTY6JHcNOfcNizpFmzplmOCR2T1bymBTLYyGx3aFjR3hMLE9O19fjQ4Z2hsPiHXv3giAIopsIIXD48OG1K7Jw22WX4fz5jPn/fckZ0HhHEERvwSBraSAV6MBpbJ3MiyAIojESV5EbzyPW1o35aawjNh4UikUQBEEQBLEhUBAP0ESHIIhu4QgZlfTQ0I0QEkgQ6w05dgiCIAiCIAiCIIh1RsHi0ghm5o3TlXIzQDaFZL9s4kYQPcymbheAIAiCIAhi46IgHqAlNARBbAyKShyRdR/yaFwlNh60YocgCIIgCIIgCIIgCKJPoRU7BEEQBDFADInGacRQt0tJEARBEARBtAtasUMQBEEQBEEQBEEQBNGn0IodgiAIguhBmKxidC4C2lOSIAiCILwZGhrCZZddhvHxcbzoRS/Csccei9/85jf49re/jVwuhyNHjnh+b+vWrbjqqqsQDocxPDyMI0eO4Fe/+hX+7d/+Dd/85jchhH3563Oe8xz8n//zf2zXhBB4/PHHoWka7r33Xnz961/Ho48+6sorFAph586dAIBbbrkFX/7ylz3L9N73vhfnnHMO3vCGN7Rki1NPPRWveMUrcMEFFyAYDOLEE0/Eo48+iuXlZXz3u9/F3XffjaNHj7ak+6qrrsKb3/xmvP/978fevXvb2oaDykUXXYT3ve99+PSnP409e/ase37k2CEIgtjQMMhaGkhtkCOQmQy9unFshOoSBEEQxKBy3HHHIZVK4cILL8STTz6JlZUVrK6ums6Riy++GO9///vx2GOP2b730pe+FO973/tw3HHHYWVlBffffz9OPPFEhMNhJJNJXHTRRbjpppvw1FNPufJ85JFHcN9995n/H3/88di2bRuuu+46XHHFFeCco1Qq1Szz9PQ08vm8pwNoLbz61a9GPB7H008/jXvuuQeqquLo0aM4/fTTccEFF+Cd73wnrr76anz84x+vW75B4dRTT8XTTz/ddjv3MuTYIQiC6FkkcDWH8XwMkZrLNiQweR4z0SCCAIAyCtkk4rTMo2+RmIz5dFRvz6iK8UIGybgCalGCIAiCqPI//sf/wIUXXoiVlRV85CMfwW9/+1sAwAknnIDZ2VlEIhFcf/31+PjHP25+59hjj8Xs7Cye8Yxn4CMf+Qj+3//7f+ZnJ598Mt7+9rcjEokgHo/j1ltvdeX54IMP4qMf/ajt2qZNm3DVVVchHo/jgx/8IN72trfh8OHDru/ed999OP/883HNNde4Vv+0ytDQEN72trfh8ssvxze/+U18/vOfdzkzbrvtNrzsZS/DzMwMPvzhD+OGG27AyspK19ptPRkaGsLf//3f46KLLsKuXbvaZud+gPbYIQiC6FsYZC2HGWSQDAQQCAQQS+URSuSgcqnbhSNagcnIpUPIp2JIFcrIxpJILk1ginW7YARBEATROwSDQVxxxRX485//jBtvvNF06gDAn//8Z3z84x/HgQMH8PKXvxzBYND8bHR0FKeddhruvvtum1MHAB577DF87GMfw0MPPYSJiQkcd9xxvspy9OhRLCws4K677sIzn/lMvPnNb/ZM9+1vfxsrKyu48sor8dznPrctdnjd616Hyy+/HLIsY+fOnTVXqNx7771417vehUOHDuE973mP77r1G+eddx4uuOACfPnLX8Z3v/vdbheno5BjhyAIwkDiMlRNg6Zp0FQZjMvQNBn6nJpB1jTItgm21zVAYhyqaujRVMhOJ4vEIKuq8bmeF2eSS6+m5ZAIAsFErprWkhmT04gWUohYVnMUFY5MAQiOT0GCBG6Wwyoq3H4fBrlemSGBWe2jaVBlBslRZpk10tPIzmYiix5nXh56/OY16tHujdpLN7ZRRkv9VBnM2bRcb9dWHWvSaAgo57GomC2KohIHp7gxgiAIgjB51ateBQD41re+hYcfftj1+RNPPIFcLgcAGBsbM69v2bLF/NyLo0eP4oMf/CDe9KY31UxTizvuuAOPPPIILr30UjzrWc9yfS6EwC233IJjjz225X10rLzgBS/A6173OuTzedx5550A9PC0N77xjbj11ltxxx134I1vfCMkScLi4iI2bdqEm2++GVu3bsV//a//1dSzsLCAxcVFT/nkJz/pyjcUCuHGG2/EnXfeidtuuw1vectbsGmTOxBoaGgIL3/5y3HjjTfijjvuwFe+8hXceuuteOc734mtW7fa0l599dVYXFzE1q1bcc455+Cmm27CwsICbrnlFlx33XWe+kdHR/He974Xsizjrrvuwic/+Ulce+21WFpawi233IJf/OIXZtrjjjsO1113HbLZLL785S/jc5/7HN74xjfWdHCNjY3hH//xH7GwsIAvfOELuPHGG/HiF7/YM+2mTZvw+te/3tS9c+dOXHzxxXXb7uKLL0Y6ncadd96JL3zhC7jpppsgSe53x8nJSSwuLuLZz342zj//fHzyk59ELpfDaaed5kpLjh2CIAhAXymRCCEf01e+BJIrmElEW9OTTqCUiel6YvoKmqo/RgKfTyNayiAWqOS1BExMWRwbCuKBAAKBGLJloJw1dAUCCFQ2wpE4ZqJlZOf0/yVWcWComEDZ0FMEjwSq3w0EkCpAdxw44nqiMxNYShqrfrJANDFvd/6wKUxgyVwZFIilkA+lkXN4tRrr8WFnJkPLJYBMtd7JpVHbqhWJq3Y9MfdKJVeaGnnVby8rIczI1foFkksYnVqHlVHBEZzdfq0EQRAEMTCcd955AIDvf//7NdN861vfwrve9S4sLCyY1371q18BAC699FKcddZZnt976KGHam66XI8nnngCd999NzZt2oSXvOQlnml+8pOf4Ic//CEuueQSjI6ONpmDnWuuuQZ/+tOf8LnPfQ6AHmb2wQ9+EFNTU/j+97+PXbt2YWxsDG9605vwy1/+Er/73e9QKpXw05/+FBdeeKGp53Of+xw+85nP2KQSquVc1XT66afjwx/+MB577DHkcjn85je/wWte8xrs2LHDVb53vvOd+Lu/+zsce+yxZljUT37yE1xyySX46Ec/ajrZrJx77rm48cYb8eSTT+Lf/u3fcOTIEbzuda9z6b/gggvwsY99DOeffz6+9a1v4Y477sDhw4dx3nnn4fjjj7elPeaYY/AP//APeN3rXodHHnkEe/bswe9+9ztcffXVeP/734+hoSFb+je84Q1IpVLYsmUL9uzZg3//939HMBjEhz70IZtDDNCdV+9973tx7bXX4re//S3uuOMO/Od//idmZ2dx2WWXebbb61//evz93/89TjzxRHzxi1/EXXfdhVNOOQUf+MAHcPnll3t+57nPfS5uuOEGbN26FeVy2XsT7J3hsABAQkJC0lURQohDhw61VXaGw6LwnXtMqT3eSYKrmlC5ZLsucVVomiwYIAAmZE0TMrN+z3lN16PJzK1H5UKyfMeZVzPlAiDA5GrZJC5UTRMyk6plMPOrVR97HWx5mPoalM9aBl96/NjZ24a+28usd+t52fVY6+rDJvXKLKtC0zShaapQZSYkyciPccGZpT1UI42mCpkzVzs2kiHRWLp9v5OQkJCQkKxFdu3aJRYXF8Vpp53W9Hf/1//6X2JxcVF89atfFTfccIOYnJwUZ5xxRt3vPOc5zxGLi4sinU7XTfeKV7xCLC4uire85S3mtVAoJBYXF8Xll18uAIgXvvCFYteuXeKmm26yffe9732vuP32233V4RnPeIb4whe+IGZmZsxrb3rTm0QulxNhy/vuS17yErG4uCiuvfZa81oikRD//M//XFP3i170IrFr1y6RyWTEscceKwCIq666SiwuLorbb79dXHrppWbaY445Rnzyk58UX/nKV8TJJ59sXj/33HPF4uKiSCaTLv2vfvWrxeLiorjyyivNa1dffbVYXFwUsiyLiy++2Ly+adMmcfPNN4uvfvWr4pnPfKZ5/VOf+pT48pe/LAKBgE333/3d34nFxUURDAbNa6997WvF4uKieOtb32pLW8lzbGzMZa+PfOQjYtOmTeb1Zz3rWeKWW24Rd955p60cl112mVhcXBTvfOc7bbrPOOMMsbCwIBYXF8Xk5KR5PRwOi8XFRfHhD3/Ypn/Tpk3ipptuEgsLC2J4eNi8Pjk5KRYXF8UHPvAB8Q//8A9iy5YtNduNVuwQBEHgbIwEgdJ++zKW4v5mTw3Q9ZRX9rn1mKswFCwVykZ4lQpV1sOwml33oYfsrGAfAJw9giAKWFKKAIpYzJfdX2AycgkgG/M+DcpW9+J+uGsugcuqLRRLS0eb1OPHznqawlK92KM6ekw7+8+rfntZKcOR1D9sClhKGiuQksisTGA+p9txfgJYNKurIB7R90oqlYOIJtLIaWqNFUQEQRAEsfE48cQT8YxnPAMAWjr16JOf/CS+8pWv4Mknn8Rf/dVf4W//9m/x6U9/GrfffjuSyeSaVtL88Y9/BACccsopNdM88MADKBQKOP/88/Gyl72spXxOP/10nHzyyfjZz34GQA81evWrX43vf//7nseRW1c2nXDCCTXtdswxx+Dtb387jjnmGHziE5/Ak08+afv8N7/5Db7zne+Y/z/99NO49957sWnTJgQCAZsdbr/9dnzhC19w5fHv//7vAPSQLie/+MUvcM8995j/Hz16FHfffTeOOeYYc6+koaEhnHHGGfjlL38JTdNs31dVFQBw/vnnm9euvPJK/PnPf8btt99uS7tr1y48+uijtrCpq666CoC+4bR1Vcwf/vAHLCws4MQTT8QrX/lKm24hBGRZtun+9a9/jW984xuu+l1zzTUAgGw2a9N/9OhRKIqCE044wXOlz8jICG6++ea6/Z0cOwRBEG3GtieOhwNEiUcQCMSQSuWRRwiJdM4V0tRWJA41HUUhFUFrh2Xpp3MlQnlkYpbQrlSho3ZdLxq1V5US9rd6NJXCwS375ig8johhx0icu068KiocS6UysjEjpC3t2IOIIAiCIDYoQgjz76effrrp7z/55JP4/Oc/jze84Q246aabsHv3bjz00EM47bTTMD4+jo9//OP4b//tv7WtjF4oioIjR47gjW98I445pvkpeSWMqXL61gte8AIcf/zx+MlPfmJL9+IXvxgPP/ywGVo1NDSE//Jf/gvuv/9+T72vec1rsG3bNvzrv/6rZxpnaBYAc4+j4eFh89pDDz2EhYUF/O53vzOvHX/88diyZQuOPfZYHD161DMU6wc/+IHr2urqqq3OQggcPHgQz372s00HX4UXvOAFAIDHH38cAPDsZz8bp59+OpaXl81rFY4ePYobbrgB//Iv/wJAd2qde+65OHLkCP7zP//TVY4f//jHAICXvvSlAHRn2rZt2/Dggw/a6llheXnZ9v/xxx+Pc845B4cPH8bvf/97nHzyyTap6PDay+fb3/42/vSnP9XtE3TcOUEQBPZhpQyMj0qAZYotjYYA1Fm1I43CnkLXg0wA8Yab3RahKEVA4VjkKnKJCTAo8LtHbnF/CUjoq0qK+1ZQRgITTIKiAFPjQUtKBjmXQLCQQqTlDXiNVTQpDsXigWhon5bsrKdJTDBAUZrXU87rq5iayMtfe3WP5leOEQRBEMTgcuTIERw5csR0FHgdLe6Hxx9/HPfcc4+5QuR5z3serrnmGrziFa/Am970JvzsZz/znODXo7Jp8iOPPFI33R/+8Afs2rULf/M3f4NXvvKVnqs76vHYY48BgLmJ7lNPPQVAX81U4aSTTsIrX/lK/PCHPzSvXX755TjttNPwzW9+06Vz69atuO6663Dw4EHPo94BeDowKqt6nA6qE044AVNTU7jwwgvxghe8ACeddJLtc6dTBgB+//vfu65V6mZNv7CwgJmZGaRSKezatQt//OMfcd555+Hqq6/GH//4R3zve98DUHU2eekFgFKp+o61ZcsWHHfcca5VQBUOHjwIAPiLv/gLAMAzn/lMPOMZz/C0CaCfzmal4og69dRTPVcyVfDaeLtcLqMRtGKHIAgCRfBMAcHEfPV0KoljPhG0pNGdANEZboRNSWCz4wh66Imm7aclSYxD5pX1Fgxc5pbPJd0RUwmrcujbX6qccOVg3wrKiGKCAShyJFMFhNI5aNo8RkplUzdX04iWs4ityXNh1H2Cm+WQmOywT7vsrKdBNA3ZYkSJcZgmNMLNgtaNmQ095fyi4cax5OVI01x7NceaT8XiMmRbaJ4ENhGt0T8IgiAIYuMhhMADDzwAAHjRi15UM91JJ52EsbExPPOZz/Sl96GHHsLc3Bzy+TwA4JJLLmm6bGeeeSYAfxPxu+66C4cOHcK1117r2vC3Eb/97W9x5MgRc5PmBx54AL/97W/xmte8Bn/5l3+JrVu34r3vfS+2bNmCLVu24FnPehauuOIKXH/99bj99ts9TxL7n//zf+L444/Hv/zLv7hWt1Sodd3Jli1b8E//9E94wxvegGOOOQZ33XUX0uk0OOf4wAc+gKNHj7o2LQbgCv2qxbe//W0cOHDAPF3qs5/9LJLJJFZWVvC///f/Nh1fFaeQ52bDDiqrvyrfcVJxXFUcTJX0XvWop/+BBx7A3//939eUT3ziE67vVupTD1qxQxAEAQBKHLFRGfPpHBJpAOUCUqkC0ulKgiJ4MouR+QRyWgIoF5BNZlCIpt16wDE7ryEd1C+VC1lk5iqOFQWLS+7PYx7hOACgzGUxUckTAAop/WSsIkemkEB6hkNSOIpK3GNFDsNsEAAs39dzRDbWTFhWETyZwsh82tRTLmSRTAG5tF8dfu2spwns45Dnc9DSFRulkIxbSsQjiEHGfE6DUSIUsjHErZWq5FVJUy4glS0gnXCUp257dZYin8OSPI/5dFB3GkZzev+IePcPgiAIgtiI/PjHP8aZZ56Jiy66yHNPGUB3zLztbW/DrbfeirvuugtDQ0N405vehM2bN3tOnivce++9GB8f9wwVqsfxxx+P7du346mnnnKFRHnxpz/9CXfccQdmZmbMvV388sQTT+D73/8+xsbG8MUvfhEPPfQQ/vmf/xnve9/78LGPfQxPPPEEstksfvOb32BychIXXnghHn/8cdxyyy1YXFx06RsfH8eLX/xiqKpqrnZZC9dccw1e8IIX4Ctf+Qo+//nP2z474YQTPI8vb4Z3vetdeOYzn4n5+XkcOnQITzzxBDRNczms/vCHPwDQV8t4EQwG8fvf/x6PPfYYHn30URw5cgTPetazMDQ05Aqnq6ykqaz++eMf/4inn34ap556qqfuk08+2fb/ww8/DCEEjj32WNx3331rtrETcuwQBEEYFHkcEV79X+KqJbQHQJEjbk0AAAG3A6CocMQVjlo0+txRKHeeBko8hlE1h5w6glQybguTMlIgHmjkoPBK43GtqCDuEcsVUJrU48fODepdS4/fNE7T+2oPJY6GpoTucArwxunqaIASj0ABwGQVo3Ot7otEEARBEIPLN77xDVx99dV45StfiS996UuuCf2xxx6LqakpCCHw3e9+F4C+0uf5z38+LrzwQnz3u9+t6RA644wzAKBmiE0tpqenceqpp0JVVc8VMV4sLS1hamoKV111FX75y182lZ+iKLj44ouRSqVwww034Gc/+xne/OY34/nPfz5++9vfmhvtfvWrX8VJJ52EBx54AE888YRLz2mnnYY3v/nNWF1dxWc/+9m2tE9l5dKuXbtcn5177rlr0r1582ZccMEF2LNnj7m6qhZ/+MMf8OCDD+Kss87CCSecYAuPOvHEE/Gxj30MP/rRj3DTTTcBAPbu3Yu/+qu/wujoqGuPnMreOhWn3VNPPYX7778fZ511Fk488UTXHjjnnHOO7f8nn3wSP/vZz3Duuedi69atOHDggO3zk08+Gddddx2+973v4T/+4z+atguFYhEEQQBwhUhJDLO20J5epAgeiSGVB2bmq5v/thoG1Bn60c4EQRAEQfQSv/vd7/ClL30Jxx9/PN73vvfZ9iU58cQT8Y53vAMvfOELsXv3bpuD5tZbb8WRI0eQSqVw6aWXuvaFednLXoarr74aTz31lHl6UyNOOOEEMMbwN3/zN3j88cfxuc99znc9nnrqKdx222046aSTmnZ4HDhwAP/0T/+EF77whbj55ptx7rnn4s9//jP2799vOz1J0zQsLy97OnUA4K1vfSs2b96MW2+91VzhslYq+9E4V7Mcd9xxiMfjDTeX9sPzn/98XxtPf+Mb38BJJ52E17/+9bbrlRC4iuMPAP71X/8VAPDf//t/x3HHHWdef9aznoVrrrkGf/rTn7Bnzx7z+je/+U1s2rQJr3nNa2y6zzjjDFx66aWusnzta1/D0NAQZmZmcMIJJ5jXjznmGLz1rW/F1NSUa6WPX2jFDkEQBAA9RErGvBmSU0Yhm0Ky55dL6Ccs+V0A1H361c6dR4lHul0EgiAIguhZvvCFL+B5z3seLrnkEnz2s581w1vOPPNMnHLKKfjpT3+K2267zfadX//610in03jPe96Dd7/73dixYwd+9atf4YknnkAgEMDpp5+Op556Cp/+9Kfx4IMPuvI844wz8L73vQ+APhnfvHkzRkZGcPzxx2N1dRUf+tCHfK/WqfC9730P999/v2uFhx9UVcVjjz2G2dlZfPSjH8UvfvEL/PjHP8bvf/97POMZz8Bf/MVf4KUvfSn27NljOi2shMNhbN++3dzs+fLLL7d9/uijj9qOH/fLV7/6VVx88cV4z3veg//7f/8vDhw4gNNPPx3T09P4j//4Dzz72c+2OU6aYXV1FT/84Q9xwQUXIJPJYGVlBaurqzh69CiOHDmChx9+GPfee6/p0FtcXMTFF1+Mv/7rv8a2bduwsrKCbdu24dxzz0WxWMTdd99t6v7hD3+IfD6P8fFxzM3N4fvf/z5OOukkXHLJJTjhhBPwj//4j+aR9gBQKBTw8pe/HNdeey1OOukk3HfffQgEArj66quxe/du/PVf/7WrvSr6P/WpT+HHP/4xHn/8cbz0pS/FC1/4Qnzta19ryd4AOXYIgiBMvPepIdoN2ZkgCIIgiLVy9OhR3Hzzzbj33nvxqle9CmeddRaOPfZYPPjgg7jzzjvx9a9/3XPT3HvvvRd/+7d/i6uuugoveclLcNZZZ+Hpp5/GwYMHsbS0hK997Ws1Nz/esmULLrroIvP/J598Eg8//DB++MMf4ktf+lLLK14+//nP42Mf+1hL3927dy+uv/56vOIVr8BFF12EiYkJbN68GY899hgefvhh3HfffbbTn6w85znPAQCccsopeNvb3ub6/IEHHmjJ0fDzn/8cN9xwA6699lq8/e1vxzHHHIMHH3zQdDC95CUvMU+XapZjjjkGv/zlL3HBBRfgec97Hp73vOe50rz5zW/GzTffjO9973s4evQo3v/+9+N1r3sdLrnkEpx11lk4ePAg7rjjDiwsLLhWD33iE59AqVTCq171KsRiMRw5cgQ/+9nP8MUvfhH79++3pRVC4EMf+hCuu+46XHrppbjyyiuhaRo+97nP4ec//7nLsQMA8/Pz2LdvHyYnJ3HppZdCCIGVlRV85CMf8TxO3i9DO8Nh8Y4a8YUEQRCdQgjR8nGVtbjtsstw/nzG/P++5AxovCMIgiAIgiCI/uTaa6/F61//eszNzaFQKNgcMyeccAJGRkbw7ne/G0ePHsVb3vKWbhe3Y9AeOwRBEARBEARBEARB9DwjIyN4+umnsXfvXtdqmz//+c/4xS9+gdXV1aaPkO93KBSLIAiCIAiCIAiCIIieR1VVXHjhhfjEJz6BH/zgB9A0DY8//jiOO+44PPe5z8XLXvYyPOc5z8Gtt97a7aJ2FHLsEARBEARBEARBEATR8xQKBRw6dAiXX345zjvvPFxyySU49thj8cQTT+APf/gDfv7zn+NTn/oUfvSjH3W7qB2FHDsEQRAEQRAEQRAEQfQFP/rRjzac46YRtMcOQRAEQRAEQRAEQRBEn0KOHYIgCIIgCIIgCIIgiD6FHDsEQRAEQRAEQRAEQRB9Cjl2CIIgCIIgCIIgCIIg+hRy7BAEQRAEQRAEQRAEQfQp5NghCIIgCIIgCIIgCILoU8ixQxAEQRAEQRAEQRAE0aeQY4cgCIIgCIIgCIIgCKJP+f+/JnEkgcvxrAAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyNS0wOC0xMFQxMzoxMDoxMSswMDowMEKEHqYAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjUtMDgtMTBUMTM6MTA6MTErMDA6MDAz2aYaAAAAKHRFWHRkYXRlOnRpbWVzdGFtcAAyMDI1LTA4LTEwVDEzOjEwOjExKzAwOjAwZMyHxQAAAABJRU5ErkJggg==" referrerpolicy="no-referrer"></p><p><strong><font style="color:#fe2c24;background-color:#fef2f0;"><span>结论:僵尸进程无法用kill杀死,因为谁也没有办法杀死一个已经死去的进程</span></font></strong></p><p><span>但只要Ctrl+C僵尸进程就被清理了,原因在&quot;清理僵尸进程常见的两种方法&quot;中讲</span></p><p><img src="data:image;base64,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" referrerpolicy="no-referrer"></p><h1 id='3清理僵尸进程常见的两种方法'><span>3.清理僵尸进程常见的两种方法</span></h1><h2 id='杀死父进程'><span>杀死父进程</span></h2><p><span>上面提到了&quot;但只要Ctrl+C僵尸进程就被清理了&quot;,在</span><a href='https://www.linuxjournal.com/content/how-kill-zombie-processes-linux'><span>linuxjournal how-kill-zombie-processes-linux</span></a><span>文章有提到:</span></p><p><strong><font style="color:#fe2c24;background-color:#fef2f0;"><span>如果父进程无法收尸,那么就要杀死或者重启父进程,而Ctrl+C就是杀死父进程的一种方式</span></font></strong></p><p><span>见下图画线句</span></p><p><img src="data:image;base64,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hcr25VJQJ7za7+aGH7Ncacee3BN13XtmbiaJiCZ7sXgcUIm0gJu7xdegxjNVY/s3I+90eLCr944UkmEljqnRFNUrSDbnDgU4T3u4lcqbLYSMQrRekxe0eNaF9j2wsBWotZMQx3Bpc7WUE2Uns8yw1JudBezWK2rrXBsx48rhBy5oDtcbFZqu4YGRE1Tp2L2YSurs2PnZqU9YpQ/r0hcsZipTTkpzAXkoN7PMN/+eNLCBeXePdlHhg2X1NLdcX2PsT09NniUn4OuWJrNz4jIZFzEFg6uz2yGZrQeV4bAllh/04LBm1J0hdv6UE2//KOc96Vjs9ULQ0OF3ilqSH9DpOlCrtypE77Yysp9Ovr3NejXGWQWJ9C/zkDfaTQtRNi0PmCLnDi2Xsxs0Rc5/WIb9oUjnHlK6u6Us9B+N3X9uuzTl17nvwzFdmHT3+fXdDD6a5JW766zVJPsDpBD8xeSpkU+dAvCmP/GdmWylef2t19GQerbCIPho27kyw6aHZgdm06CjYKy1ubzDJV3DTLJGSfXI3v3Y2e09OyuN7wriSOlTrRoCt+en5bKtmYaiggdd/EbxlloJZqxg2KZ557hCs+CFtTmM9QRLYLCS53NoRrDsZ7PIsNSnmJ4xkCs1pVvOJbj17QEVlMI6cXC3vJls1LbPX5sWnuWiOfQ2Y6srPy4z1/MifU+JN0KWZUfz99KRJQYH8PuVXfH9dZRRnsMShjLzo/ZXxBtHZUkQtvgnK7AKh7TY4N16ww+0peYFNO75Q1Pwhi2ybpe2+AzXSttKzTDKzLME1Z6PNLKYFVD3U8TrK7vbDDqTTB55qe5r+o1VTDzpGEZTo4VMQaZZXGCbJYgTcvWM2ce9A9I6VNMv3h+815M51nMbAajX3iRjU+z3bVitmdbZxkMVhhOMS6qQrp9/UlVZYKA9sR2YWta1VN/FshqybBZk/gEaCsyLVhIuHJL98b4pnBtVSYbeS64/TJikigm5cho0OzQ7Nj42WaToAy/EnjWQ3ANspwzHPE3/IX+IkGKgHGevfXVzmiZ/ZxnRRReSRwrdSJFkw+72roWyrbmGorwHHfZM4xztJUQQ9OD97rib56KHMWCq4Y361DHjkbJ6lBNpJ7PMrO96t45IsooxWY4fOJn2hI2dXS8Wymbldru8aPh/Nh6vXF6VtqtaWVq5tVN+mWoddNy3aufzJayppykvxhuce/hNT3musM6RmG08IBPUob+3XOGN6oYLNOvLx36sVLTOUyeodnL6LWWOuGLLd7FIJNnG20evrjpdXjN8kIKi4fik5RhvOCDyeSYSUyz19TxSBDju7dk8myTlSV8kjJa4E5zsQpGjMIovgZX2ZshBib7snGfnHneCL/hxnjhHv43c9kobJzRYbaz/DoZGzXJdoA2I9OShcQ4gj5JGSUrIzm2sVGZbOS50PbLMJT/396ZLLeRZWc45xFIzMRAggQoUmxSbLKlcERFtKOXvapX8Dt4563DSy97661fwX4Er9rV5Sq1BlIEhXkgiDkzkXN6cbpuZwEUBalLRanrfAuFRF7cvDczAeHP/wwrO1p9SeST/W/93hsJr151wiJfEz68cvoHv4M2Oqd3HSc6fOMvJR/7fv3Ibb375fe+ET/iTfLRd91Puc338/GfdQ9x2X6mryIbfu/a+GvcT/cp8RPx9R9Wu8/+47/9qDvWXbfFne/wn/Wrzoffdfd+Vfu035t//B/g2n/Kf/O3lPfPs9H+1t+RH7yU976pP/b741//43vf++YTS6C/hfOVCOt/+q/VVsZf/2cYzUQ+//dadMD+v/zfX5ojf2nQYRg+9BoQBEH+TvihpMZnXF3truV+tuWTkF86//3P//CvFN6dDwl+SiAI8gtjQ/cYQRAE+TF/7blCYnEhOYz6QjqdfGzOHoL8TFz+4T/+53PxLH+h4KcEgiC/ONA9RhAE+Tje2WXls/eOf7xyNIWQzxJ0jh8U/JRAEOQXyvv6HiMIgiB38/Uf/vfrNYn82UvjFfBbL/K58pfmzsiDg58SyEMQhiF4eNE/WZalaXp9cBAE0VeFYUjT9PrgIAhWfEHyT4ZhGIZZnzYMQ8/zeJ5f/20Yhr7vB0HA8/ydq7p/Xyt/v3MBm8z2EWv4uyEMwyAIPM8TBOEn3D66xwiCIAiCIAiCfC6A6lsul4Zh2LYtSRLDMDzPUxQVi8U47kf2nu/7tm0bhrFYLGiaVhSF4ziWZTmOUxSFaE7f96fT6WKx8H0ffsIwjCzLHMeBtpQkSRCE6LTj8dj3/dlslsvlUqlUVICBbK7X6/P5/OzsDNb23k3Bq+bz+WQyWS6XNE3HYjFN00B+C4LwQSo3CALXdVut1mg0evr0aXTxD3XVQK+uXKBPdzjP87rdbrPZ/Oqrr37C7aN7jCAIgiAIgiDIZ0EYhpZldTqdy8tL13UFQRBFcWtrK5vNUhSl63qhUCACzPO88Xj84sWL+XwuSZIkSTRNp9PpbDYbhqFhGNlslmVZGOz7/uXlpe/7UbNR07RSqcSyLMhgSZLISmzb9jxP07ROp6OqqiiKK+t0XddxnE28RhD8g8Hg5cuXrusmEolYLMYwzGQy6ff7yWQynU4vl0tBEOLx+OY2MkhE13Uf+qL9ZYOWZdXr9aOjo02eF/xUB93wEmwOymMEQRAEQRAEQR6eMAwdx+l2u99//32hUDg8PIzFYjRNm6ZpmibLspZljcfjbDbLMEwQBIZhfPfdd2EYPn36FJRwGIamaeq6LgjCaDQSBCGZTBIxzLLs4eFhoVAACRqGoW3bo9FIVVWO41qt1t7eHvEhgyBotVqPHz9WFOX29rZYLH5E/DPZ1MuXLzudTj6f39/fB21M0zQIvPl8Ph6Pk8nkYrFwXTedTn/cgR6QIAhevHjRbrd5nj84OPh55PEnAuUxgiAIgiAIgiAPTxAEuq6/efMml8v9+te/VlUVhKIoirIsW5ZFUVS9Xk8kEqIogrg1TfPZs2fFYpFYyjC43W53Op0wDOPxOPkVTdM8z4uiSPQnDAZdGobhcDiMyuDFYsGyrKqqNzc3qVRKUZQP3REYvM+fP+/3+7/61a92dnZg5dQPuc2iKGYyGVEUdV3neX4wGEiSpKoqTdPrydKA67orVjYo7Sgcx63Eaa+nc4dhyLIs2SwslaIojuPIGMjrXp8Nfk7mNE2z0+kcHh4Wi8Xo2sh64CV35oRHFwYwDEM8//WpSHr5u074/bOtb9NxnGjUAMpjBEEQBEEQBEEeGHBZp9Ppcrk8Ozsj2piiKMgNhlzT2WxmmibP8yDecrlcPB6P6h+apkVRzOVyDMO814mlaVoQhFgsZllWGIaNRiObzRKBx7IsRGKnUqlut1upVD40sRYs6G63++TJk3K5zPN8EATT6XQ0GomiKAhCKpW6ubm5vr5+9uyZ7/uxWKzVah0eHlIU1Wg0DMMgCjmVSgmCMJvN6vX67373O6Lo0uk0TdOz2Ww8HkMsOqhuTdOIhoRQ8MlkMpvNIJ07mUxyHOd5XiqV4jguCALHcWq1WiqV2tra0nV9NpsJggAaUpZlsPGpH0KadV0fDoee58GjCl3XNU0rl8sQ30727jjOZDLRdV1RFFEU4dKA+CcLI/nYFEVpmgaLicfjKzLbcZzhcDifz0VRTKVSYRjGYrH1W8jzvMlkMhqNgiBIJpOyLIdhCLHx8BDBdd03b97E4/FSqWRZlmEY33///e9//3syCcpjBEEQBEEQBEEeGJBAs9lM07RUKrUia0Ehq6qqqiqUsAqCgGGYarVqWZYsy9H60gzDJBIJyOPdpNgViO3lcum6rmmaJL6apmnQw6BLDcOIas5NdmTb9uXlZalU2t7e5nne9/3r6+uLi4t4PK6qarlc1nW92WyqqgpyFwZUq1U4LvFCJUnSNM00zYuLi0wmE7XKJUmq1Wr1el1RFJ7nS6WSIAj1ev3w8BDsbgg4/+Mf/6jreiKRUBTF8zzTNAuFgq7rlmWVSiXYlKIogiC8ePGi2+1KkgSzKYrSaDSq1SrM5vt+q9V6/vy5LMvJZNIwjEwmA/oZzhjZ+3K5/Pbbb0ejEWjddDqdSqVub2+3t7dBIcMVv7y8vL6+his7Ho9LpRLP8+12G5z2lalSqZQsy7PZbHt72zRNUrSc3D9//vOfu90uXP1+v69pmqZprVZrZ2dHlmVySuPx+M3NzfPnz5fL5UpQAMpjBEEQBEEQBEEeGHD2bNsGY3N9AOS1Uj90eKJpmpShXi6XECoM8gz6JK0H6L4LhmGg3jXP86DPo78C4zqTybTb7cPDw82LJIdhOJ1OPc+rVqtg6o7H49evX+/v7+/v74MxC07y+fk5rFYQBNu2fd8XRXFvby/a+cm27ZcvX7Ise3R0RM6PLMuNRkPX9dPT00wmwzCM67rL5ZJhmH6/v7e3x7Ks4zivX782DOM3v/kNqVUGNb2CILi6utra2oJsYVmW37x5o+v62dkZGO+O40Dtq16vV61WaZo2DOPq6iqbzZ6enoKkt23bcRxBEAaDQblchgxw13VrtdpoNDo7O4Nkb5hKVdXr6+vj42N4WNDv96+urg4ODvb398FaNwzD9/0wDPv9/s7ODsMwnuc1m83b21uYiuM43/cNw4B4eHK2fd9vNBqdTuf4+HhnZwdOr23bEIvebDYfPXoEe0+n05PJ5PXr11tbW5VKZcWFRnmMIAiCIAiCIMjDEwSB7/uyLL/LoY3KZo7j4vH49fU1TdOaplmWBanFPM+zP7B5LDSkxbIsC0o7ugCe5wVBgAbIk8kkl8ttaCCDHo7FYqqqUhQFvaDi8XjUiTVNk+M4ULYg9qCV8cpmPc8bDAaDweDk5CSRSEBlMhjc7XZPTk6IxAV1CpXJyuUyjEwkEul0Op/PwxhITuY4DpK3YWtwlF6vd35+TmaDpwaCIEwmk729PZDfYRju7e1BgTE4IuQwDwYDKAMOfm+v19vd3S2VSmACC4KwXC6bzeZkMvF9HwqtdbvdVCr16NEjYuGyLGvbdhAEb9++zefzgiBYltXr9QqFQrFYBEEOl3i5XM7nc3LnWJZ1e3u7s7NTLpdJYDbHca7ruq7bbDZ3d3dhwQzDgAl/cnKyfrOhPEYQBEEQBEEQ5OEBB3hD15emaVVVHz9+fHt72+v1oFq1pmnpdBom8TwvnU6vVLG6f0Lf96Fu08rPJUlyXVfTtMFgANm2m+wF5G4sFgPF6DiOaZorxasgYJhkxs7nc57nV0phBUGwWCxevny5tbW1u7sbrQtt2zbLstHKZKT8FWRTw+Kr1Sr8Csp9kR7F8BJSm8owDFEUC4UCOQTMxjAMzAYvKRaL0eWB5oz2lIaFmaYJkdJkKuhcRXS1bdvL5bJYLEYNedgItLw2DIPneZgK7GUyjKSFk59YllWtVmHylYsIVxbuEDguDI5mSv91AZverQiCIAiCIAiCIJ8G0HKiKEYTSu8HtF+pVMrn85BPO5lMut0uZJxSFPX27dtHjx5t0meIpMImEon133IcJ0kS2LAQ9LvhjmRZNk0T5CgY44qikBpXULkKXFmKosAyTafTUd8YIoRfv35N0/TR0VG0xjJFUa7ryrK8IhTJbKDPIRAdyp7d3t5C9DJFUZClHNXJvu9Dj6voaYG/wGxgcUPZM9d1QcYHQTAej3u93sHBAQwIgsB1XZqmiRImp7FSqVAUxbIsRAq4rkuKfpEjQmw8x3GmaSaTSd/3fd9f6QgNw1ZKfF1eXoKeX7kQELTvOA78Ex4HvKvFNMpjBEEQBEEQBEEeHpZlNU2bzWZ3NjSiKAqyUleaA4Ga4nkeCjLv7u6apun7vm3b4/E4n88nk8n3Hpq0IN7d3b0zdloQBMdxRFEcDoeWZb03AxkmicVig8EAqogxDLOzswOpxQzD+L6/XC5jsRjUIYOSV4ZhHB0dEYEHq+r1ev1+/8mTJ9EezmQAOM/3rAQSev/0pz/NZrNkMgn1nDmOSyaToBjJ2Ybo9DtngzEsyyYSifl87rrufD4Hkdztdtvtdjqd3t3dhZWTdkrr+nNF+UO+9/oRwe+FtGcSCn7PtSP9pcrl8oreJjdJIpEgP48291pd4XvvFQRBEARBEARBkE8Nz/OqqkLHoHXLF2Reo9GAckpgqwqCQMQkyR/med51Xag+tVJq605IQyDoVEQye6OwLCtJku/76XQasmo33FEul5vP55lMJggC6KLseZ5lWe12O5VKVSoVSZJs226321dXV9VqNVq1G8KtX716lc/ny+XynRIRzOF7tua6br1en81mkFTMcRyZfzKZrLx2k7Tqer3ebDZB/fI8ryjK8fHx9vY2yeOFJd0ZCBAEAZwHCBZQFCUakh1dtmEYUF4Lhq0Hva+smabpeDyeTqfB3F6ZDdzmaKmzd82G8hhBEARBEARBkAcG/FWaprPZ7HQ6XfH3wEftdDqtVqtSqUDt4vl8TtN0sVhciacl+bemaW5yaCgl1Wq10uk0CX5eBwxk13UhsXmTHYFmM01TVVVFUUajUafTsSzL9/18Pg+q2HEcsKMPDg6iqcWg/1+9enVnWHV0s/esIQgC27Zt2y4UCoVCIZr27HkeuPGbXyOQ651O5+zsrFgswgbhbK/YwgzDZDIZXddlWY6qfV3X+/1+pVKBplm5XG6xWOTz+ZVrvVgsHMeBmtIsy2YymcVikUgkor6653lk8WBE5/N5Xde3trai9wOMdF33zkzjdVAeIwiCIAiCIAjywIAVyXFcLBaDKlaKooBqgnTW+Xxeq9W2trYgnNj3fWgFZJqmLMvRiGvIfR2NRrZtq6p6pxsMQFyuZVmNRmOxWDx79uyeIF5IdQZVttJ0905YloXcY0mSdF2PxWLb29vZbBZaK0NeLmhIhmFisZgoiuToIOo6nc7Nzc3p6Wk0MPiDAAEJ8jIqQYMg0HV98zRvMhv45/l8/p7nCBRFCYJQLBan02kymSTtiz3Pq9Vq4/EYngJA7fHJZOI4Dtk41KCu1+uJRALaIwuCkM1mJ5MJPJggK4FqYeTS8Dwfj8dnsxmUKyMJ3q7rXlxcjEajr776apOaaiiPEQRBEARBEAR5eCBSGkKmQTKBlQra+Ntvv+U47uDgALJVZVmGWsSWZTEMIwgC0dKO4/T7/YuLi3w+r2kaUXH7+/uappGaVRRF+b4PYuz6+rpSqeTz+fvrZnMcJ4oiSYt9745EUdQ0rdfrxePx5XIpSZIkSRCEDKtSVRWKMK/IcoguNgzj5OSkXC5HmzyDU7rhKYWSY7IsQ/FtEmM8Ho8nk4mmaRDnvOFskER9eHhIUZTneSuWLymLBeqUZdlkMgliFZKrB4MB9B+GAG8YnEqllssldJCCEmLQpfn8/JzneTCoGYZJp9OWZUHwfBiG7XY7mv5NCp5rmmbbNuQqw0lrt9vX19fQaBrdYwRBEARBEARBvgxIB+PhcKiqKqgm27aHw2G/3+c4LuqjQiGuRqMB1itUb/Y8b7FYDIfD8Xicy+VOTk6iIgq0tG3b1A8qejqd9vt9wzAqlcrR0dEmBbdEUXQcZ5Pgahgfi8V2dnYajcZyuYS2RhDlC8p8MpmMx+Ozs7OoPwyep2VZuVxOkiTHcUjVZYqiOp0OKMxNFgDau9/vw+MD6APc7/cHg8Hp6akgCJBQveEFYhhGFEXDMHRdh6cSJO+X9FuWJIlhGEVRptOpZVlQNdp13cFg0Gq1stlstVoFJSxJ0mKxmEwmqqqCj63r+tu3b03TfPz4caFQAMUry/JsNlsul/BUwnXdTqczHo9/+9vfWpZFzrMsy4vFYjweq6rqui7DMKZpdjqd29vbUqm0+RlDeYwgCIIgCIIgyGcBy7JbW1uKorTb7UajAQG0kiTt7e3t7OzE4/FoIa54PH54eHhzc9Pr9abTqeM4EIubSCSePn2az+dJVWfP8168eDGfz6PHAs85nU6fnJxkMploeySIyL2zKDTU6Hr16tVoNFrpAHwnoNwODg4Mw+h2u7VazTRNz/NAuKqqur29vRL0G4bhcDj87rvvIJx45RCiKFYqFY7jZrNZvV5PpVIrR5zP59fX19HnCNvb2+CQg7Maj8ePj4+TyWStVjMMw3XdIAgmk0mj0chmsyuHWywWtVoNfGaapg3D+Oabb0B/wkiWZUVR3N3d1TSt1Wrt7+8risLzfKlUurm5aTab8/nc8zw4CXt7eyQqm2XZXC7HcVyj0RiNRtApKplMHh8fZ7NZkoPNcVw+n7+5uanX65BtHo/Hnzx5QtN0rVYjGcVw54ii2Gw2r66uwLXWNO38/JzcCZDVDNt514WjPygbG0EQBEEQBEEQ5JMCOa6kcBQpSX2npIGREDINAyBwd6U+k+M466m2ZOb1Wse2bYPYXj8ouLsQafyuTkjv2hSUboalkrpW0Ra+ZFOu696p1MDBBv8ZZOrKGoIgcBwn+vOV80m6LkF1LohhhoTte2aDRsSvXr0KguDx48fRUmGwL8dxLi4uSqUS6fAUBIHneXDa33URoQEyrA3iqKO1taPDyFRk/WCqR68RZDiT+Pn1O2H95KyeXpTHCIIgCIIgCIIgyD14ngcx1VAEKyrpQasPh8Nvvvnm9PSUyOMvEQyuRhAEQRAEQRAEQe4DGmWNRiNI7oXOW+DWmqYJIe6JRGK97fCXBbrHCIIgCIIgCIIgyHvwPG80GnW73dlsBt2boYy2IAiKouRyuWKxeH/Dp88flMcIgiAIgiAIgiDI+4FUYUjuJZnhVCQf+IvWxhTKYwRBEARBEARBEAShKOoLjgtHEARBEARBEARBkJ8KlMcIgiAIgiAIgiAIgvIYQRAEQRAEQRAEQVAeIwiCIAiCIAiCIAiF8hhBEARBEARBEARBKJTHCIIgCIIgCIIgCEKhPEYQBEEQBEEQBEEQiqL+H0V+CZB8dsPVAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDI1LTA4LTEwVDEzOjIyOjQxKzAwOjAwl3Om/gAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyNS0wOC0xMFQxMzoyMjo0MSswMDowMOYuHkIAAAAodEVYdGRhdGU6dGltZXN0YW1wADIwMjUtMDgtMTBUMTM6MjI6NDErMDA6MDCxOz+dAAAAAElFTkSuQmCC" referrerpolicy="no-referrer"></p><h2 id='父进程收尸'><span>父进程收尸</span></h2><h3 id='进程等待'><span>进程等待</span></h3><h4 id='定义'><span>定义</span></h4><p><span>父进程通过进程等待的方式来回收子进程资源和获取子进程退出信息,否则子进程会变僵尸进程,僵尸进程的危害参见</span><a href='https://zhangcoder.blog.csdn.net/article/details/149488552?spm=1011.2415.3001.5331'><span>OS20.【Linux】进程状态(2) 僵尸进程、孤儿进程和进程优先级</span></a><span>文章</span></p><h4 id='系统调用wait和waitpid的简介'><span>系统调用wait和waitpid的简介</span></h4><p><span>父进程调用wait或waitpid(这里不讨论waitid)可以对子进程进行状态检测与回收,即wait或waitpid可以等待任意一个进程的退出</span></p><p><span>父进程获取子进程退出信息必须经过系统调用</span></p><p><span>错误做法: 定义一个区域,子进程退出前向区域写入数据,父进程负责读取区域数据,这样就可以不经过系统调用</span></p><p><span>错因:</span><strong><span>进程具有独立性</span></strong></p><p><img 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fn8IG240fYx7VGd3CUW6niRbRjFnHYO7c89PX1bbY+r7ytKmf1tWvfz7on1t+lN7GQ8n7ruW73+9EdHju1PtxzvPVG2SUrc4zU/n/nt4xvbV7ur6TMwWp+fn0+U8z3K8YoiyeOVxPmeVL0AAEkh2AzT7upZab15K719Iz1cP0iHJzLMI+WHC4MYspyGSvsPuh6sSplKKXXR2nbpf7x6bRJtKNWLozqlUspZMVfKoQ37NrnI0Gb2NXYfXUiwUC/mlEoVdHHxoAftq1RpqDFxv12UbV6nzff5RccrimSOV7J1T6JeAIBkEGyGquu+Je1nLB3tP+i2fqsHvdFJZl9q3cv//br/a/a1pXrgIs7I7G+78C+uXvuZ8d/Bjcy+1HtS9EGfb3rqzcjnB2nD3WmfKF5iG0Yxp51j9efo1nruDPPxt8kfmQvzaV2kxn6I8FNR42N+bdXrlqxiToVaT8ofhTzrNco2q0rqeEVpnyiS6vNRzvc4xyuKVY9XsnVPrl4AgFURbM7w7amndKmk/eeu2mrr9mFfpVI6MD1ncIExWonSMG1dldJL7rGt7rOUPjyZPwWpP4Vx2WeM7WK90qUrDatjWLoqpdV7uI3x7MK2rOtWaD4/Shsm2j4b8PLaMNo+bh96CfTn6JI4dxaX2e8/yldkB1YZNUxLljnKx7puKV+ZWOXWtGRbo9WnLdsKvG/o5DA9EdhF2SbeMZl93JM6XlHaJ4qk+nzgfB+UZ+p8j3K8oohzvOYdizh1n39Mk6kXACApBJsztG8f1JP03L8PZ3C/y+g+mLaszxdq7ZfU6E/VuTp60ueJaT+mPZjKU1FeUr4y+L899ctvvVpTS6P8kn30ye7Wq1W71pur/nuNQz3XCmNTMyPtq15Uofasw0b/vas3uq6tZ/rZrrXhrrXPS2zDxOpl5cbbOaQ/J2nRuZNYmetFpQo16XQ0PfHqqKvb4FBRvajCxZOOrtzANtL9cKO6bu8VeL+hw+eaCjkrENhF2Saeecc9seMVpX0WH4lIfT5qeQq1Zx1WGqPzfTKfhccr0o5iHa/ZxyJe3eeey4nUCwCQGFajfVnJtN1XtKreohVEaUMSaZfOHdLLTazISiKRSKRtJEY2XxRTR3n/vpaNrSvy6tCGAF67iemthqnzNU7nBgBglv9suwCIo65iiqlAq6ENAbx2dd3e27q6clVJS1JPrdqFPq9pOjcAALPsXb575539/fe2ywEAAAAAeEWYRgsAAAAASBzBJgAAAAAgcQSbAAAAAIDEEWwCAAAAABJHsAkAAAAASBzBJgAAAAAgcQSbAAAAAIDEEWwCAAAAABJHsAkAAAAASBzBJgAAAAAgcQSbAAAAAIDEEWwCAAAAABJHsAkAAAAASBzBJgAAAAAgcQSbAAAAAIDEEWwCAAAAABJHsAkAAAAASBzBJgAAAAAgcQSbAAAAAIDEEWwCAAAAABJHsAkAAAAASBzBJgAAAAAgcQSbAAAAAIDEzQ82y015nievU1U2dIOsqh3P32YyDf5mkMfYe01VsyH7Gdumo2Z5xl6rneF2nWBGEfIpN/uvN8vheXaq2z4mAAAAAPDirTiy+ajzgz3t7e0pd9n1X7r7pL29Pe0dnOtxbNs7fdrb017uUt3Msc6cpspT+Q22+aS7TEbHXxw1pzbK6tcPmeH/Mj/9ElKu2fnc/H6priQd/y8Q8Jb125mf590f55s/CgAAAADwymx+Gu3jv+pIko71sTxrmxv9def/83hqo1/0U0ZSt9sPGj9qVjah+Tye6487Scro7Df/tWz1fzqWpO6lfr/ZeIsAAAAAwKuzs/ds/vO9G/5G+aMfGHb+6AeNB/o5Gy+f0ejmR5Wz46OajwIAAAAArGrzwWb2Zx1IUvdOf80ZRfzlp8yMPz+QJN39ddMPJDP68Gs2Xj7D0c1jffk/RjUBAAAAIGkbDDaP9cXz5Dln0t2lPv33vWbGdtmyPvoRoC7HIsDB/Zpdff9Hevzzq7qSMh9+DV/AaGY+gdHNDKOaAAAAAJC0DQab/UV79nL6enCmL05nfEVaSaOA9IuOu3e6zB3oPBgBZn+VvzZQR/8+anT/Z+Yn/RInHykwuilGNQEAAAAgYVu4Z/NR//oR4nCBnhE/IP10JylzrLP/m3jkyi8/yR+H7AeT3hd/CuzUYkML8ukb3s/Z+ZdRTQAAAABI0FYWCJq5+E/fzftP8heMPVMwHi37c2LVvcz5j1cJPHLlIGSVoFn5AAAAAADWawvB5ug5md3v/8zY5ka/94PI4/8NRiWz8tcG6urrn6NxyEd/mHTGfZth+QAAAAAA1i1asJk5k+N58oKpWZaUVbXj/9/pPz5Ex1/89zuTwd1g6qujs0xXd5c5HZzPnrz6eP7H+Kjk5P2aAzd/9bf7oF9/jpAPAAAAAGDt9i7fvfPO/v572+UAAAAAALwiW7lnEwAAAADwuhFsAgAAAAASR7AJAAAAAEgcwSYAAAAAIHEEmwAAAACAxBFsAgAAAAASR7AJAAAAAEgcweZMhkzbkeO6cl1XruvINg0Z2y5WkGnLdW2ZO70vQ5bt9NvQlevYsswYrWjao791Xbn2ohKYsl1X05vNev21MWW7jqxgE//IbRi77gsYlpxNnXMAAAAvHMHmDKbdUGX/QdeFlFKplFKFB+1XGjqfuso0ZDmuHGunwtAdYcp2GzrUtQopvx0L11Lp9CR60F4v+u2fSumite367D7TrijfupbVDrz4I7dh0nVvW7pu5VV5URE3AADAdhBshjJ1lJda15bqg4v2tqVcoaanbRftBTGsU+V7NX0u1jVsxnpRhevuGvdaVzGVUrG+7dpvQ7/f3q9a+R+5DRer37ek/BGjmwAAAAsQbIYxMtoPe71tyRpegPtTCl23oVJaSpcaM6bqGTItOzAd15Vjm4GRvcHURFO2E5iyGzJSagTzcWyZmaktFuxrsMvBlNjAPh1bwdmti/e1sBF1cphW7+FW7Yl32vX61GurHzNrrN4zB54yi9t5cfsk0c7+iPj0tM4VRsrNI+XV0tKxZpJtaFiBbWa0z66JWub6vVrK64hoEwAAYC6CzTDtWz30pHzFlePYskxT07cZ+qM/qVRBtZ7UqxWG0/VSwSEh80RHutfnwXuFCz3sV9SYuJLPnx7p/nN/qmlNypeuxu67MyxHjdK+HgbTej8/6bSUHy9SxH359nVqj/aZ+nyvzIkRfV8LvdWbtPTcTTysnHHMLOVSKaVSF5o3WzJfOtXT58DU6FJjRmA3u32Saee2rOuQETLzXKV0Tw+38dvN9Ic1tfSAZFJtaNpyGyXpenROfL7P6GSXg7NYZa7LH9zc5QoBAADsgMt37zxJpKlkeKZle47jeq7bT47tmSHbWY7rOZYRPW/T9lx3kJfp2e7E3xuW57iuZ5vz92FYTiCfKPsKvhbMf3F9Iu0rmKbqsHoybddzbXPBdn57Tu83pJ0H9XIsz4jcPkm1c3hZo9Ux+nHbfBv65ViuDutNs+sev8yh/YZEIpFIJBKJNJYY2ZyprbpVVC7XH228qKmXXmZhEH811uD0RLcyPUo4NgLY7up57N3wUcJ293mpffl6evoW9nrUfS1qvsk67IbQeqXf6G3k9pGSaWdpOEJ2avWnayZ1z+U229DvPxutw8SKs/GnIG+hzAAAAD8Ags2I2nVLn2s9aT8T494zQ5bTUCm4qm0qpdRalgSNu69nrXeG6zc99aT9zM7fqTfDrPZJtp3r1Zp66UOdGKMFlarEPPEEVpxNpVLKWRuaug0AAIC5CDZDmbISeZRJf8QkuKqtJCOzHzOf8MBtPJ9N7iuKtm4fekofTj/mxDC3t1hMaL16T/oWOYek2nnQTLd66KV1eGLOXFApYkbyBxjfLvXXccxvQ7//vKz7GeOX+a0//J/8QlcAAACvCMHmDG9KjbHVKA3T0lUpLBjoX+Qfhj07cnARawXysXVVSscsjb+YTDq4aJBhTeSzyX1FzMm6Vitd0tVYO9pqnMZe2tavoV/BkMWaogurV+vaihE0JNXOw1bqt3dl6YWBBqI8kmP9bThY+KgiO7ATw7RkhRWsPwV2E8+pnV33mGV+IdOdAQAAto1gM1Rd1YuanvdP1ejfB9aoHOq5Vgidolev1tRSabjt6HEWbVmfL9TaH713dfSkz8tMo60XVag967DR38fVG13Xgvlscl/R27GYKuhBgXY8lWrXy43eta3PqrX2VWlM35tn2oN79irKy19J2P+/PRZ8tWrXenPVf6/hH9N4z5NMsJ2HzXTvr/7autZKM0AjPJJjI21YLypVqEmno8cBXR11dbvl2Gxe3WOVedVHzAAAAPwoWI2WRNpySnDlXsNydnIl2FnJtN0Xt6rr8isGk0gkEolEIv1Y6T8CsFXmeUnpXk2fExgpa1vXarmnsoz6cJTUdd1tV3FMKpUa1NyfjnoRZxrzyCbrNSyzYek039JFimFNAACARfYu373zzv7+e9vlAH48pt1/ZEpPtUJutSm0AAAAwI5hZBPYlnpRDJABAADgtWKBIAAAAABA4gg2AQAAAACJI9gEAAAAACSOYBMAAAAAkDiCTQAAAABA4gg2AQAAAACJI9gEAAAAACSOYBMAAAAAkDiCTQAAAABA4gg2AQAAAACJI9gEAAAAACSOYBMAAAAAkDiCTQAAAABA4gg2AQAAAACJI9gEAAAAACSOYBMAAAAAkDiCTQAAAABA4gg2AQAAAACJI9gEAAAAACSOYBMAAAAAkDiCTQAAAABA4gg2AQAAAACJI9gEAAAAACRuQbCZVbXZked5/dRRp1lVOeu/W272X2+Wx/+q2v+bTlXZcnP494PNhu9P/l25qU5gX81qdvRmIJ9h6nRULWdjlVnKqtrxpvMalDdyPgAAAACAmS7fvfMkhaSsV+14nud5XrOcHb6eLVe9ZrXs/z9b9fxNOl41O/i7stf0Bn8nT+XB/zzPa/p/lx1lPMp34rXB/zvV/r6H+TS9suQpO7GfqGUOpLByLJMPiUQikUgkEolEIpEm0sxgcxBINucHV6MYcCKQ7FS9rDQebPYDxekgbxDcBYLWYSDbDy4ng82QfUct8yDNDDZj5kMikUgkEolEIpFIpPE0exrtLz8pI0kHP2vezNGb3y/VlaTjjypny/rtLCNJuvvjXI9TWx/o57DMsr/qQ0aSOvp38EeP/6oz728k/fO9u1SZF0oqHwAAAAD4Qc0ONv/57geRmTM5nY6as25WfDzXH3eSdKwv//c/HUtS91K/30xu2FW3m9GHX0PyGQR34wWQH0tm9NMv4bv+5aeJv4pa5kWSygcAAAAAflCzg83Hc/33010/6Mro+Isjr9NUNSTuGo5uZuaNanb09WtXmQ+/6hclIFvWx2P/n3d/3cQu81xJ5QMAAAAAP6i5q9E+3rzXwV5Ony4HgdexzpzOdNA1HN3UjFFN379/flU380Eff1qlyMf64nnynC867nZ1+Smn94H9RS7zAknlAwAAAAA/ogjP2XzUzfl7Hex90l1/WuvZb+WprYb3T3b+DRnVHGT1p752Mzo4mPpjdac2/kX+LNmuvv8TfP1On/b2tLe3p72DA53fhO0tWpmTqjsAAAAAYFyEYHPgRr9/7UbfPNSj/u1ImczEvZaPf8rPOrAYUPZn+TFpYNGg2JIoc5L5AAAAAMCPYXawWW6q0ywrOwz+yvr1Q/+ezL9uImQd7uavu5BXH/Xn166CI4fZXz8oI6l7+bsi7y2pMq+p7gAAAADww5j5nE1lvWy56XU6gcdkdjpes5wN3X7mMyunno9Z9oZP3pzYNltueqPddbxmNTsnn2XLPHimZ4jBs0Fj1p1EIpFIJBKJRCKRSONp7/LdO+/s778FAAAAAEBSYtyzCQAAAABANASbAAAAAIDEEWwCAAAAABJHsAkAAAAASBzBJgAAAAAgcQSbAAAAAIDEEWwmodyU53nyvKbK2y4Ldgt9AwAAAD8ogs0FstXOMFDw/91RNbvhQgwDFi/xwMWvkyevU9Wmq7ULys0XHggSzAIAAGBHEWzOldWvHzJS97v+kfTLTxlJHf37uOFi3LzX3t6e9nKX6m67SV6TbFX/O5a6l7/rZmuFKKvpedv5EQMAAABYI4LNuX6RH1/+q0eV9fFY0t1f04HJIBjce7/FoOWFyJZVbXbU3IFhuPJvZ8roTn+cr/HXg13oG+WmOs2qygSzAAAA2CCCzTDZqjqeJ8/7omNJOv4y8e/+lMVF01uH73fUbHZG23Wmpzxmy011Ot74NnGCg5DplKFTZLNlNTujffz206wmaPbbwE+dzirBSnZUP+eLzo4zwYqr2emMteN4YBQ+8jdVt4X5TB/j8VHNrKqdWdOJ++8N2zarcvB4eh11quXxv1vUNyb7mDI6c1aZJn2gj3P6WOb4TF8cT16no2Y5+0NOmQYAAMCGXb5750kihaRy0/M8r+mVJS9b7Xie1/Gq2ZBt/Q2H206/7nnNctaTst5o0/JwOz9vz/M6Va88yD9b9prNqpcN5petep2w/cwoQzBfP5+sN3op60llb1jCzmhfg7/zt1mw33kpW/aqzY430vE6zbKXHbbhYP/j7ZotV8fqPqjasDyBejTL0fOZdWznvTZWzn4bZatNr1nODtt0unwR+obmt0HkFLGPKZv1ys2ON3Y0moH+RiKRSCQSiUQiJZ0INmelfkDTDzBmByKKEGzOCwBjBBurBpvDvx/ta/hnU+UJ7mMyuIuQAkFQp9P0ytnsnPp0vGo5uzivqXr0yxg1n2Hy6zgZHAZ/UBgLuAf5B4O3qb+b8f7Ggs15fWyivNmy1+yMws7Ix5REIpFIJBKJRIqRmEY7U/B+zax+PlD4/Zqryv6sA0mbXXhotK9/vk8sOTQsz7G+DKeAOjrrz3w9+HmJCZid7+GvP/6rjiQpo7Mvjj8dtdNUdXLu683vuuxKypzpt7KU/fWDMtLoeETNZ1DF6v90HHKv5uO/HUkZ/fTLYDEoKeP/RxlJd3/dDDIYTUX2PDmjxnkx01O/d7ZdAgAAALx2BJshmlP3a/aDreMvP9CqoXf6tLfXX9xmlA6iLqZz8157uU+6vOv27xf0g8BmtazssP1u9H4vp0+Xd7rrdiVllMkc6+yLo85YIz/qz69+UHz8sTwMBIfBX+R8JKms384y4T8c/PNdXUkHP5f184F0d3cnHX9U9ecDSV19/8f/+6ZzpuOMdPcpp729PeUuX8Aawdmsyv37cJ3+fbPdu0t9yu3pPataAQAAYA0INkO839vTpztpEHD5wURXl7k97e0dKNHFS4ejcgdaZtBwOaN9DQK3tZTn8Ubn7w+0t5dT7tOdut2Mjs++yHG8wGq0j7o5f6/3B/52frv3RxSDWZ3/oTtJOv6iL8eSdKe/xoKkaPn4o5pdXf4eEmH165758D99yHT1/fe/dKcDffgQeOTNcOT3Tn/dPIa34Rr4zwP1QoLnSH8sz3H05exYmW5Xd59yyu3t6eD9uW42/RgfAAAA/DAINkP1p81u5PmaN/rdnyOqs/8LrJ6aLavZnFgZdRgIHuvj5BTR/qjcKEjsPyN07O//lD9AmNGHX7PS4HEuc8ozWsU2q3KzueSo7qMeb97r4GBvONrp51lVM/IjOW70193of2PPxoycz2BU848ZPxj8o+9dSZmMMt2v+vPxH33vZpTJaNgXRvrtnA1rw2X403fXZTCKuXdwoPc3jyLGBAAAwNqxQFBYCi4g01/AZWrxl8BKrmGa5ViLt2TLTa8zvlRo+Eqh5ebYiqLBhWWy1eB7Ha/ZDNlXtuwNF4jtNMO3GeQ1UZ5oi+/ES9lydWyxmuGKtQqv+2Sd4+Qzd0XhfppcyTV09eDgMQhtwwh9Y/LYj28wtZjQzBVvl1ggiEQikUgkEolE2kgi2CS9mDRYFXapIGrWjwYkEolEIpFIJBJpHek/Al6ErMq/nSkjqfv1zyWmgd7o/R4r4QAAAACbQrCJHZdVtTN69Er37lP0FXEBAAAAbA3BJnbco84P9nS+7WIAAAAAiIXVaAEAAAAAiSPYBAAAAAAkjmATAAAAAJA4gk0AAAAAQOIINgEAAAAAiSPYBAAAAAAkjmATAAAAAJA4gk0AAAAAQOIINgEAAAAAiSPYBAAAAAAkjmATAAAAAJA4gk0AAAAAQOIINgEAAAAAiSPYBAAAAAAkjmATAAAAAJA4gk0AAAAAQOIINgEAAAAAiSPYBAAAAAAkjmATAAAAAJA4gk0AAAAAQOIINgEAAAAAiSPYBAAAAAAkjmAzCeWmPM+T5zVV3nZZXnPdf+R2BgAAAF4Ygs0Ny1Y7fsDUqSq77cLsmmxVHc9Tp/pCWiZbVcfraKniDgNnT83yILt+32jGCKUD+cwMxKNsE2tfc/4+qX0hmn57x+kyAAAAm0Kw+aKU1fQ8ecsGODte5vJvZ8qoq69/Pu5EecJlVe101KyWAz8WZFWuNtVZ8geE448rRAo377W3t6e93KW6q2yTlE3uK3GGLMeVYxk7kk8EN7/rsisdfyGoBwAAu4dgMwmDC+y997rZdlleat3LTX05lnT3h85nxZo70c6POv/vH/r+0//kOGfKKKMzx9H/fvquP/57rqXC5OOPBApY0qP+/NqVdKz/vZxfoAAAwA+CYDPMcCpgR81mZ/TvyYu5KFMGs2U1O/33O0399tMS5elPL/W8LzqWJGV05sSdpphVtTNr+m7/vWFeWZWH9fbr3hkbyYtQ95hlLn/0t+p+/2fO8Zjx96HHy2/v8pLl2awD/RwWJ4RMW13vNOwIx71f3o/zzouoe6s2+8fET51OVeUYWc0dPTRtua4tU5IMU7bjyHVdPzm2LDP4d6Zs15XrNlRKS+lSY7StbQa2M2RatpzBe64rxzZlxMrH32Ys27DXFpZ55PHPr+pKypz9NrMfl5v9NiYgBQAAG0SwOVdGB9//q729T7pTRsdnzvi9UYORtk93M/4+q+r/fdFxRupe5rR38Jd0nIlfjMdzHezt9cshSV1d5vZijvI96t+OpMxP+mXqvV/0U0ZS97v+kZSt/qaPf/1Xub097e3l9Okuo8zZF/1f8EJ1Ud1jlbksP9acMYV2YTuPjpf++m+/zJIyx/oyOGCJtOHgmP5PP33/Q7ncpbrq6jKX0x/ff9L//m+ZALCrbjejD79uPwiIdNz77Tz3vIi0r46cs2PpMjecdqvMmb440QP/7rOUfvM29D3zKC+17lWXIeuqovzztQqplFKplFKf76WjE41iu7qKqZRSqYJqPalXK/jbpVJKFeuBTE90pHt9HrxXuNDDfkWNYZQYMZ+FopQ54PFfdSTN/NECAABgSwg25xoEPzf6qx/nxLq/LvurPmTC89mGf753NbggHYyQdapZKfuzDiSp868eJT2ev9f7m8f+lNDH/t9JmZ9+WXbXC9qpv/+V3emvm8exMuvg54RHAB91fnCg9+c3gSmzj7o5f6+Dg2Wm0Xb09WtXmQ+/ak2tG71mkY/7iueFyvrtLCPpTn8M5kw//qmvXUk6VtSs6vctaT/jjywalhzXkT/QaSizL/Wevkl6qzdp/9/twR+267KKluKEf/4OLRWt+ng+1y0pfxQeBC4tbpn/kX+oMlrXKQoAALAMgs25Ovq3fy08DF62ms9qHv2hTf30i/TLT/4Ia8b/jzKS7v7qj+9lq6Opv54n56w/Gpt44Da7nV6Ex3Md7B3Mvsc0on///Kpu5oM+LjPFOkmRj/uK/Xn448Kxvgyn0Toa7S5iL/v2pF76UCeGZJwcSj3p8MSQH6z19HDbllTXfavXn9LqyLH96ajLLd1jyLKdsWm0biW/hgOxfJlntd3Ne38U/2DVzgoAABADweaP5J/v6ko6+Lmsnw+ku7s76fijqj8fSOrKv12yrKZzpuOMdPfJn+KYu9xUgPyDTgN8/FNfuxkdJDO8u6RtHPc7fdobTGUepcgBUburZ6X15q309o30cP0gHZ7IMI+U17O6/WHBejGnVKqgi4sHPWhfpUojMPU1KkOW01Bp/0HXhdRoeuxFay0ts2yZOy/q1xoAAPDaEWzONQp+BiOB281nRf17uzIf/qcPma6+//6X7nSgDx8yGo5WDUedBlNSN1Dm4T1nPyr/ftpMZot9I9ZxX7E/J3aPYV3+TFpLR/sPuq3f6kFvdJLZ79+vGdRWvW7JKuZUqPWWmPrqT21tXVuqt0evGpn9VSowyEThuUQtc/+e6+EPRtNYIAgAAGwDweZcg4VbBgvYBKaaRjG8D206n1XLtdy9Wf17uzIZZbpf9efjP/rezSgTWBxopB8IZDdR5sG9f5tcKGe37m+7CbuZtz8SPQrKsvr1w4zgbhjAHevjrCVdo2wT6bhHOC/m7utGv192JWV0FlxUKZtVudmM9fzTb089pUsl7T931VZbtw/7KpXS/fs1JcmUZVsaLeRq6OQwLfWe9G0qt7a/6NDhSciU1W966kn5I2v4nmHauiqlQ0oVIZ/TQT6GzPNDjecSp8wK/FDwwqahAwCA1+/y3TtPEimYyk3P1/Gazc7o39VsYLuyN9gqVLPsb5cte6MsmqP8OlUvu0TZsuWm1xnfkVeO8ffDqvXLN/n/qX2Eljli3eOUeVCQib+NtK9RJYb5Zquz23nVNky2jw32Hahn8FhUg2XtzO8/U/XqeNVs9G0WHvdI50X08mSrTa8T3KDT9KrlbLx2NCzPcV3PNvv/N23PDf5f8gzT8mzH9VzXT45tecac/ILburYZeM+czse0Pde1PTNWPoH3HNuzDNOzVyjzoK93Zh0HZb3B6dAs78DnK4lEIpFIpB8nEWyGpJDghbT+5Dd7SIBEIpFmpEEgOe+zavBDBp9nJBKJRCKRNpv+I2BH3Px+qf8dn+nDr1mdPzIfEPO5rrvtImxNKpXy/1H+TWcZ6e7TnGfF9qfZdi9/j/E8WQAAgNURbGJ3PJ7rYO9826XACzEMuH5kN++1tyiC5LwCAABbwgJBYW7e9x/D8H7NIwFlNb3Rcw3DU1MRn3GPncAxBQAAACRp7/LdO+/s77+3XQ4AAAAAwCvCyCYAAAAAIHEEmwAAAACAxBFsJqHc/HHvxdtk3XetnXetPK8V7QysD+cXAGCNCDY3LFvt+F/snaqy2y7MK7awnbNVdTxPnepmjsLLOu6mbNeVbUbd3Jbr2oq6+YuXrarjdbRU1xle2HtqlgfZ9ftGM8alfiCfmYFClG1i7WvO3ye1L2CjYn7WrVP/HIrzMQAALwHB5osyWOl0yQtdyjwq1W9nyqirr3++hOd57mYbviyrtmFW1U5HzWo58GNBVuVqU50lf0A4/rjCVeVgxezcpbqrbJOUTe4rcYYsx5VjGTuSz0u0a59RL/BY3Pyuy650/IUfagC8LjxnMwlRnnX3Wm2y7kntq9zUl2NJd3/ofJVY89Ue97qKqfq2CzGyE+38qPP//qHqb/+T42QkSWeOo+7dpf7477mW6kbHH1XWjf7ZdtXwY9uJ82tbdumz7lF/fu3q7OxY/6tmdbPSlxMA7A5GNsMMp4R11Gx2Rv+e/Mk2ytSxbFnNTv/9TlO//bREefpTPj3vi44lSRmdOXGnq2VV7cyaxtl/b5hXVuVhvf26d8ZGdCLUPUqZt9TO5Y9+ibrf/5mxn9d03KXhVDHLlO24cl1XruvInvzV37DkuIP3Z08tMyx7tJ1jy8wsUbcoFrVz6PHy23u4XWJtuA4H+jlsFChk2up6p2FHON/75f0477yIurdqs39M/NTpVFWOkdXcEavglG7DlO04w/7sOrYsM/h3/nnhug2V0lK61BhtO9b5DZnBPu+6cmxTRqx8wqZrhry2sMwJ2sHza+yzZeozKsrnWMRjusxn3azymIs+V6Mf08c/v6orKXP228y2Kzf7581uDCEDwGKX7955kkjBVG56A51q1pPK3uCVZnne9k2vPPZe1qt2wvPxOlUvG7tsg7/veNVs/Hr5xZwsYyDffpmy1abXLGf75ct6g+r5dYha9whl3ko771p51n/cJdOzXddzXcezjP5rhuU5rus5ljFze9uczsuwnNB8XNf2zLWfjxPtHDhezXJ2rK96zXLCbZj1qp2O16yWvWy26nW8jlfNZr1ytel14hzTYQE7Xqfj94/soLMMyhxS3+yoQ43vK1v1OnPPv8XbLDzf45wXC/fVGc87Svknkmm7nmubC94zPMvx/20M3jdMz7KtkH7qbxt+LsiTaXm2NZGPE1aGefmEnVOTr8Up82s7v2Z/tozaM87n2IJjusJn3VR5HNszjRl/E/uYLm7Hud/HJBKJtIOJkc25Bvf03eivO/+VWPdZZX/Vh0x4Ptvwz/euBqMpg5GSTjUrZX/WgSR1/tWjpMfz93p/89ifGvjY/zsp89MvayrZBtt5UNddKc8G9WqfZbX7/2lb+lzrKX14oujjJoZODtOh+WzXnf66eVSwr+rg54RHAB91fnCg9+c3gSmzj7o5f6+Dg2Wm0Xb09WtXmQ+/al1nVeSaRT7fVzwvVNZvZxlJd/pjMEXw8U997UrSsaJmVb9vSfsZv98alhzXkT+YZCizL/Wevkl6qzdp/9+Drqp2XVbRUuxJk3VLRas+ns91S8ofJbwoVoJlTtQmzq/Zny2Tn1Grf44lXJ6Hqur9bdq3D+oprTdvB+/GPab/yG/ijNb2dQsAG0awOVdH//aviYZfslvNZzWP/3Y0+BL75Sd/7mPG/48yku7+6t+4k62OpoB6npyz/jzJxC8wkm6fOPmMtt2N8qzfc7c99v9291lKv9HbyDn4F06h+fxIHs91sHew2v2+kv7986u6mQ/6uMwU6yRFPt9X7M/DH3qO9WU4ddPRaHcRP12+PamXPtSJIRknh1JPOjwx5PfPnh5u25Lqum/1+tMoHTm2P3VxuYDEkGU7Y9Mu3Up+DQciyTK/NHM+WyY+o1b/HFtjedpdjX8aLn9MZ50PN+/3tLe3pwPu6QTwQhBs/kj++a6upIOfy/r5QLq7u5OOP6r684GkrvxbGMtqOmc6zkh3n3La29tT7nL7gVLyZtwvB2zK45/62s3oYPFQ+xpt43y/06c9/4I5mCJfPLe7eu6PHr19Iz1cP0iHJzLMI+X1rMG1f72YUypV0MXFgx60r1KloUbsZ1wYspyGSvsPui6klEr100VrLS2TTJmxS5Y9pp1/CSYBvA4Em3ONApLBSOB281nR47/qSMp8+J8+ZLr6/vtfutOBPnzIaDhqMRx9GEyd2kSZN9jO/TbYmfJs0H5m/Pd0w59zqG+Rc/imp96MfEIMFrKI9fzIH8qj/u1ImcwW+0as833F/jw891b9oacufyatpaP9B93Wb/WgNzrJ7Eut+4npiW3V65asYk6FWm+Jqa/+CFfr2hpOlZRm9/lYjIzCc4lW5td1fs35bJn4jFr9cyzZ8kQTtR/+op/6t2B8n7FMNQsEAXhpCDbnyujDr1lJZfUXMB1NNY1ieD/SdD6rlmu5+zn694NkMsp0v+rPx3/0vZtRJiOp+33iEQz9C8LsJsq8yXYe3G822Hbb5UmqDRdLl640XCjRsHRVSqv3cKt25Bzasq5bofm8HLt1L9RN2M28/RkIo6Asq18/LPrx5FgfZy3pGmWbSOd7hPNi7r5u9PtlV1JGZ/8XWFU3m1W52Yz1fMZvTz2lSyXtP3fVVlu3D/sqldL9+zUlyZRlWxot+unfgxceKLTVfdaM+/78oCN/ZA3fM0x7Rp+PkM/pIB9D5vmhxnOJU+Zdtez51dbtQy/SZ1S0z7F5xyLZ8swX85gOf/yZd5sHALwwrEYbkgIrRjabndG/x1Z/C6wwGmawWl+27I2yaI7yW2pVUnnZctPrjO8o8iqOkqZWEwxbXXBsH6Fljlj3RWXeVjsP9ju5ouKrPe79FRct07Md13P7KzraEys1mvbgvck0vtKsYdn9FWj7KzFaduhqtKNmXuY8jNDOcVZtTeDcSfazZbDvQD2D52A1WNbOwv48Xq/wlZZnbbPwfI90XkQvT7ba9DrBDTpNr1qOubJmf2XQ4Sqipu25E6uKGqYV6O+u59jWaEXQkPyC246tNGuY0/mY4X1+fj6B9xzbs4zplVDjlPk1nl9jny1Tn1HRPseiHIulPutmlWfuCsPxjunUas1TabTS+XLHnUQikbaQCDZD0sLHeZBeejv7u564KH+1x3328v7rS+OP09l+G5BIryn9iOfXNj7HNpkGgeS875/BjwSv7TuKRCK95vQfAT+gm98v9b/jM334Navzx9c9X8l1K/4/Kq4G/1yXVCrl/6P8UceSul//XOKxIMBsrutuuwhb81rPr1jHdAOfY5s0Oqa/6Swj3X16r5k3bfSn2XYvf1eMGzsAYKsINvFjejzXwd75tkuxEanUhWy3Il2kVNzUA/tu3muPqyGswfDi/Ef2ys6vaMfU3Pzn2CZFOaY/0PcWgFeEabTbTAvum2G6zCtNHPfXlzimJBKJRCKRSJNp7/LdO+/s778FAAAAAEBSePQJAAAAACBxBJsAAAAAgMQRbAIAAAAAEkewCQAAAABIHMEmAAAAACBxBJsAAAAAgMQRbAIAAAAAEkewCQAAAABIHMEmAAAAACBxBJsAAAAAgMQRbAIAAAAAEkewCQAAAABIHMEmAAAAACBxBJsAAAAAgMQRbAIAAAAAEkewCQAAAABIHMEmAAAAACBxBJsAAAAAgMQRbAIAAAAAEkewCQAAAABIHMEmAAAAACBxBJuLlJvyPE+e11R522XZxXptsn1e67HA7qCPbcZL/PzBy0LfAICdQLCJjclWO/6Xf6eqbPgG6nieOtVs3Kzj7+uHZcp2Xdlm1M1tua6tqJv/SHanj3FMV5atqtnx+sHJCwlQslV1vI7mf1zG7BvzcrIdua7rJ8eSse36Y47kjvvK+kF/c+dPKADrQrC5EWU1PU/ewguDXbL5Mpd/O1NGXX398/FV1ev1ldmQ5bhyLC43l7drx/THVv7tTMcZqXuZ097envb23utmPXta8bhnVe101KyWAz9wZFWuNtVZ548epq1KXqoVUkqlUkrlLLXXta+dsmvn6Qv87L35XZdd6fjLC/gBB8Ba/GfbBdh5N++1t56rjtdRr6TyKTf15VjS3R86nxVrvtZjsVF1FVP1bRdid73IPvYCj+lOff5k9fPBthskqked//cPVX/7nxwnI0k6cxx17y71x3/PNf3RmWTfeFb3JUWYL/JcTsoufSY86s+vXZ2dHet/1axuztf5YzKAnXT57p0niTSZyk1vXNMrh77f8ZrNzmizTmC7bNXreLNM5DczZb1qx/O8TtXLznpvmFfWKwfL4nW8TrU8/neL6hW1zIvykTxly96wOJ3mqJ1C6jLIrlPNxj8WUfYVqV5lr9lvt2p2lHe2Gsgr9Lh3vGZIubPV5tg+O52qV87G6IOJ9J9+MizPcV3P7SfbDN/OsOzRdo7tmZbtua7tmZInmZ4dyGMs2WY/D8OznOD/Nfa6YxnDfGzL9GxnkIfj2ZYxXR7T8pwF22zkfI/Zn1/OMU0wZcteszNeu05zos9HaWcF2tnrjPIMtnMSn8/Dz89Fx2Lic7XTHPt82Phxz5a9anNBOy/sG/1z0Jx/DhqWE36+O5ZnzOpjU/lEP99f13d3ku0T5bN3yc+EWeVZ0DdkmJ7tBPqHY3uWOeOYDttzdtvNvQYgkUgvOxFsLkjDL6ZZX1ie1yxnPf+CZPjCRD7hQUzU5Oc746IscBGWrTa9ZjnbvyDLRgzgZn34RyzzzHxGF3L+/gf5hV2c786+pttslHezPH7cJ/fVLI/yGQSow3wifNnOTqv1n/E0uJCYfs+/sHQ8y+i/NrxwmQxMgoFjyD7MkGDGtAN5Dy6cpvc1lqdp9y+YjLFtZl1ArfV8j9XHXuIxXTXN+KGmXPWazZD2mfP5M34OLmjnRD6fJ49tlPIse9xW/fusV+10vGa17GWzVa/jdbxqNuuVq02vE9oPZ/WN/jno2J5pzOgri87pBX1sdC5HPN83dS5v8Ls7+fZZ8Nm7wmfCVHnm9o3Rj4rDHx0M07Nsa8bnyuJ2JNgkkV5v4p7Nld3pr5tHSY/653vXf+ng50TvnfHzPdDP2dGiJJ1qVsr+rANJ6vyrR0mP5+/1/uaxP5VqVJ7MT79svlmyv+pDRtLwHswb/XU3a9t+PTaxrwVu+n+Y+fCrfwyHed/pr7EpWdP7Ov44uCOlrN/OMpLu9MdgytDjn/ralaRjfdzJG1cMnRym1at9ljWYKte29LnWi59V/V4t5XUUWJzCPMpLretR3lLovtKHJ/2FRwxZp3mpdaFivT22Tf50C4uTJNjHNifBY7qwfQLn8C+jT7/Hm3O9fx82vXNWPlX971hKrp1X/Xwu62NoeTL68Os2buJ71PnBgd6f3wTa9FE35+91cBCjnft6D1UNT6/bB/WU1pu3cXKY3cdG53J/XxG22az1f3fvXvvEKM/cvvFWb9JS7+nb6N7ddl1W0VL45N1/5DdxRtu4HAGwXQSbL8Djvx0NPqR/+cm/Tyfj/0cZSXeDKGhiRUXnzN82+S/QODr6t38FNPxCj7Dt+vc1Q38xA2XO9FtZyv76QX6s+dfEgiFz9jW88D7Wl+Hqlo5Gh2MnVpqY4F88PE/clNXuPi+RV133LQWCQlNHeal1P34ZErqv9Bu9DZSn9/RtzjbbkEAf25gkj+kCj/+qI0nK6OyLI8/rqNNpqlpetq/vSDsPz+Xp8mzlR7ygx3Md7B1olVvgxvpGu6v4PWNOH5s4T6Ns8/rsWvssWZ6pvlHXfaundKkh13Xk2LYs04gUGM/6/rt5v6e9vT0dcE8n8OoQbL4E/3xXV9LBz2X9fCDd3d1Jxx9V/flAUlff/5GkspqOv6Li3Sd/RcXc5a5fDE/yR2+3y1/MQPJHKgfB/d1fy6w0cadPe3v91S1H6Uf4Mq1Xa+qlD3ViSIZ1qnyvpuoS61X4FzPuKFXy264aQt3o/V5Ony7vdNftSsookznW2RcnkUcZAdgt9WJOqVRBFxcPetC+SpWGGhGetdJZ7RdlAC8QweZL0B81yHz4nz5kuvr++1+604E+fMho+Iv78Bf4wdSg0Sjodo0CyJnlGY6KbGBfETye/6E7STr+4q+QOzWFdsG+hvXZheA5qm966kn7mfHfpo3M/nLZtW/10Evr8MT0p2093E49KiF0X70nfQuUp3XRf9TCWCpOTdUqN/sjyGt/mFsyfWwz4h3T1dvQn875/uBAe3s5fepPf11uBHBH2jnkXB6Up+v/yveDm9PHhueyL8o20ibP5ZfZPpsqTzRt1euWrGJOhVpPyh/NeH7vL/qpfxvCrNNmcNz5cQp4fQg2N2rZ+xX69ztkMsp0v+rPx3/0vZtRJiOp+13jn939i6Ls4F6jLZV5eI/i4N6meeVZ8T6oWPuKUq/x+8S6l7+HPHNvel+j0c8b/e7PxdXZ/wWefZfNqtxsrvC8tnXe79KWdd1SunSl4SPcDEtXpXTott1nLbifaJBfRaV0Tw+3089MCNvXKCj1/z5fsWUGdmKYlmxrC08qX6qPRbErx3RF2aqazaqWnjU7sLZ2XtbkZ9PkPZzLei33rrV1+9BbcC77omyzu5Y9Xkm3T5TP3mTKM58py7YCn83+vaAzA9aQ6egAfiCsRhuWAisghq58Xg5d6W7sERkTeWbLzYml1OOtSjq5Wl7Y6nlj+wh9NEOEekUqc8R84jwqYlChmasBJrevSMcisDx+NRv+eqRHn4w9+6TpVcvLrbS3av8x7RnL5k+sMBn5MRmGFVgWP+xRJ/KGqxpOvRfv0SfB/Ti2NVwhMez8CK4InOj5Hrc/v8Bjulob9lee7Uw8eqkZfPRS1M+fRY8+Sfrzef5qtIk8+iTB455M3whbrXT2CqbzVqOd6mMrPvpk7efyhr+7k26feZ+9S30mzHz0yfy+EfbZbMyo/9Tq7CHn2Niq7wmfDyQSacuJYJO0K8m/BkjiURAJpMGjSiYvPhY+MoY0TDMfVTLnonapNP4IoK3X+0Wm3W3D7OgqdOtlIS2T4pzvu9sPd6N9XmKafB74nOPO9yqJ9CrTfwTsiJvfL/W/4zN9+DWr88dtzrXJqvzbmTKSul//jP04gV3juu5W95+uuHIrIW/Mej2iVCrl/6P8Ucd6HccqqqSO6U62Ybmqpv7U+5tHKVvWbx+4RzKObZ/vM80533eyHyYg1rFY8fNw14yO6W86y0h3n95r5jJ7/Wm24besAHjxGNkkkQZpNJXHny0XMpLCyObiZNrD6VmhD4h/9b/kk1Y9D8vNTmDqYvg0ddJLSZzvtA+JRPqhE8EmibTptOC+IoLZF5g4pj9m4riTSCQSiTQv7V2+e+ed/f23AAAAAABICo8+AQAAAAAkjmATAAAAAJA4gk0AAAAAQOIINoGNMGQ5rlzbnPGeLTN2npJpu3LdOck2JZmyXVd25B3E3X4Vm9zXLpchWBw75BguU/4dq9fKbRLjHDEsOVPngyPbNKY3Ne3Rto4ta2oTQ6btBPLz8zHGdueEnn/OMDP/WEwfy1mvR2qUF3l8TTvQVo4lY/UsAQA7jGAT2ATjRIfpnmrV+ugly5FtmYGLLUOmZcuxzcgXYPViSqlUPxVq6qmnWiHwWrEeMafXzg/2HesFXNrWi8Pjd9HadmFettbF6FwoXDwrX2mMB2emrUZlXw/9c6ZwLZUazljAadoNVfYfdD04rwoP2q80dB7Ip23l/PcuWlLgHMxZ7f4WdRUvWlK+MrZ/wzpVXi1dbO083fB5Ydqq5DX6jMpZaq+eKwBghxFsAhtgnpeUbl3LClxZta2cqt2Mzp0rHabzOnXOlelWlSvWt3wBVlcxldJmrn83ua/XijaMol0v6qIl5U8Ho2mGrNO8erXPw/OyXa+q1kvr8GQ0InmUl1rXluqDk7JtKVeo6SluASb3b1i6KqXVuihquUP3Uo/7s7pEmADwwyDYBNbNsHSaHx/V3A5TthOYCjg5mjEx9TB8xq8p2wlOg7NlmUuMimxsX/1pim5DpbSULjXmTE9d0D6SDNOSs2CbaNUfn7ppWjGniUZtQ0nKLK6XDCuwjRtrdD2QiT8y787KZzDtM0I7T7ZPZqlmnvLtqRf431u9SUvPY5FPW91nKf3mbb8gGe2HZdS2ZC1xOteLF2qlS7qyjP4PUBfxg8WFxz1KO0c/LyL1+eE058A+HVuD03U4zbiSl5RXJXQa7aL+M6r/or4a9TwdlGvpkd2In1FRypPUZwsA7JzLd++2/rBPEuk1J9N2Pdc2p143LMezLdMzZHiWY3umDM+0bM+xTc9YZl+G5Tmu41nG5HumZ7uu5zq2Zxqjfbuh2462t83J1w3Pcvy6DMtnmJ5lW565dPtsal9+fo5lzCzDwvYxbc91Xc82jUB7h5V9QTLt8bz7+biuPVW3WX0nWhv26xWyr7F2mKyX5Bmm5Vmx62X1+3PgeDnB8kdr56nX5rTP/HNhuk1M2/Vcx/LLOGMbw3JG2wz6oet6jmN7lmkOyx7p2IYkv34x67PMcY90vs87L2L0+X69HXu0TxmmZ03ma9qz672w/0TsqzHO08GxmFn/CJ8pCz+jopQnqc8WEolE2sVEsEkirTHNDACDaRBsrmtf/sXn2AXV3IuZ+Rexy12YzUqb2tfiYHN++xjTF76aDEyWL4d/0bueYDN0X5PB1MJ9LJnGgovo7Ry1feafC+NtYvQv6Id5Rwo2/TKZlu05/aDTHQRyM+u74HwfBM+x+s2Kx33m+T7vvIjR54fBUpz+ELf/ROmrSZ2n0dt//mdUlPJssswkEom0+cQ0WmCNwu7VnNaWlVv2vq3oxqYLtrt6jp1DXfetXn/KnSPH9qeMrWey1yb3FaV9/CmXvadvY6+2/TmXeht5L2FTN/v5bKJeU2X2y9O6T6L3GbLGVm0dTJucU54Z7ZxU++Qro7I0KvtqXRQCi/ZE1VbdKiqXGyw0VFMvnVdlqWVgDVlXJaVbreF02nVZ/XyP2+d7mtg0ftvM7T9R+mpS52kUUT6jopRnk2UGgM0j2ATWxbB0mk/qQn431Is5pVIFXVw86EH7KlUaaqzp2Qub3FdUY/e2zQimfkyGLKehUnDV1uHqrNsTXI02lcqpWF8cgL31o92Zi3S165Y+13rSfib+jx/muUrpnmrVoqq1ntKl86UeebRJ0fv8Kgv/JNt/NnWeRv2MilIePlsAvFb/2XYBgNfKODlUulfT59cTa/a1Va+3pbqlW8tRo3QkU/U1jcxucl/zfNNTT9L1qqt/+vkcZgwpEM4YmX1pibGnKPbD9tV70LdAeUpHplRfpWL9UaeLwKqtS9Vrk+0Tti9DfvMMRplMWdY3WbFHQ8OYsit59WoFf6ZD+7Nqhw1VbFP1nVxSNqk+H0WU/hOlr26yzAPzPqOilGcbZQaAzWFkE1gLU+eltFrXr+k5cqYs29JosUVDJ4dpqfeklWbPbWRf/VVGD0+WnIrblnXdUr5iK7jYpGFasq04Y1N+PunS1WjVyv4jMMJ8e+pJ+SMts+DvQLp0NXpu5OBxG8N+6ZfHf/5jYF1Q01KsavUvmPNHo9VFDdOeWa9I7TNR5uRN78vojzw+3I7O2jelxtiKp4bpl6f3cBvr3DbtivJq6XoYuAbbfg3Vi9gGs8+LpPp8FFH6T5S+GrPMpr3CarRRPqOilGeT7QwAm0ewCayBYZ0q36tp6087icG0B1O4KsoreL/b4JEcdd3eS0dXg9cbOnyuqbDEg9k3ua+BerWmlkpqzHz0yaIMiipcPAXK5OrqSLq/jXmQ60UVas86rPSnzV290fWM6YJt67NqrX1VGu7URfHiNvS1atd6Myhz41DPtcL4CEq9qFShJp02AvXqKl612rI+X6i1P2rfq6MnfV5mGuSgffp1dq/e6Lq2pum4E/tqnEq1Qi5wj3Vd1YuanvdPh/VqVPw2DN77Of5oj7RKk8drMKV+8pmag2dvVqI/9ibqcY/cBPPOi6T6/EIR+0+UvrqxMkf8jIpSno2VGQC2gNVoSaSk06xVIkmk8MTKkyTS5tPYo3BIJBKJtJbEyCaQuLqKKe6/wSwT0+8Mf8p13GmZAFZh6iivV3arAwDsHhYIAoCNquv23tbVlatKWpJ6atUu9DmRRWgARFNXMcUvggCwbgSbALBh7XpROa5zAQDAK8c0WgAAAABA4gg2AQAAAACJI9gEAAAAACSOYBMAAAAAkDiCTeAlMyw5rivXsWSMvexMv2ba/rauK9exZQXeHD0ofkayzdG+wtLYvgyZthPY1pFtGmNlicu0nRn72gZTtuvKNhPIaafqlZTk2uf1oE2wAtOe/jxeZpu1MGQ5tqLtzZDlbLJsAHYBwSbwGqRLOp/3/W3aalT29VBIKZVKqXAtlRrOMOCsF/3XU6mUUoWaeuqpVgi8FnhoaOsi8Pog5UbPqjPthir7D7oe/H3hQfuVxvzyzWPaquQ1Kk/ulTwX78XVy79QdKzXERInj/bZHa/sWNSLw8/ai9YK2yTIsBzZljn+I6Nly7HN2T+aGSc6TPdUq7IUN/AjIdgEXoFer6f80axozpB1mlev9lmDRzm261XVemkdniR9MTZ6UHp9EDm1LeUKNT2tlO+zujsTidVVTKVUTOR6aZfqlZQk2wfALmpbOVW7GZ07VzpM53XqnCvTrSpXrM/80cw8LynduhaPFAZ+LASbwCvwfH2tVv5U4T/kv9WbtPQ8FtW01X2W0m/eJlsQI6P9sNfblqyYwYdh9aeYVvKS8qrMmG5qWPb4lN2wRjBtua4tU6ZsZzSV2IwTa09MI56eCTaYKhnYR0h5NlcvvzyO08/HsWUN83QCfaU/IhGo2/johJ+P6zZUSkvpUiN8qt7C9olSr2htGP2QbWJfEdtnsO2CfRmmJSeBui/u8/OO+4KRwWHeUQ+EKdsJThm3ZY2dfLOmV06UY2E+0Y/F/HaOeu5Erb8VOO5uyOjfonPwFTAsneYZ1QR+SJfv3nmSSCTSS0yG5Tmu69mmPNN2PccyPEmeYTme61ieMbFN8G/HtpnK0/EsY/a+ZpfJ8CzH9VzX9RzH9izT9ExjxTqatue6tmeGvGdYjucGy9ov46AdxvNwPMe2R+UxTM+a3C5SMj07tB38111ntI+p8m20Xn55nMC/XdscHSPb7OdhebZljvqBYY6/P3FsnYVtNqt9otQrZhvOSZvc1+L2ibgv0/Zc1/Vs04hxzs07b+b0+QXH3bTD+oAWvjfzM8Ge2Jdtjff9sPOhXwe/jSLmE6WvLmzniOdO5OMQ2JfkGablWcFjGvkcjNb28Y7PcsmwnH6ZDc9ybM+U4ZmW7TnB47PhMpFIpN1MjGwCr0S9WpNK59FHG5aUr0wvEDQaAWnLyhV0UWtJyqtUqajS6I+oJF4SQyeH6bHpwWpb+lzrKX14EjIqkNbzfTEwvbcuaw3zuXoP1eE+2rcP6imteAPIydbLH9H+pqfe4BV/VHuobqloBaa+teuyrltS/ijhYxa9Xptsw9X3Fd38ffnT3dW6UHG4kV/m/Omyi0fN6RsLjnv9viXtZ/z9Gpac4Yieocy+1Hv6FrEM/syK3tO38X0VLY2NcdXv1VJewbsBTH9Ofv8YRsxnoejtvPDcWWZfktr1iZkeGzsHk9O2cuNlVlt1qxg+jZZRTeCHRrAJvBbtWz30xi/W1iFsgaCcNT5Ft24Vlcv1FyO6qKmXzquS+AqEYdODpbY/P1jT8UJPka+PVzBWnnZXsa5N11yvsQBhEEjIkDW2evBgim/Sotdrk224+r6im7+vUTC1qMzRzesbC477tyf10oc6MSTj5FDqqX+P91u9Sff0cBv1h5q67lu9/pRWR47tT301QrdTIODr3/99X4+ZzyLLtXP4uRNtX6M6LHksdlpbVq44N+DnXk3gx0awCbwabVnXLeVPrfELphkX0G/9q/G1r4DarvujBtEv0NblNS7Gs2q9DFlOQ6Xg6sGplFKbWM4SocbuM1w56JjVNyIc93ZXz/2R17dvpIfrB+nwRIZ5pHzMPlcv5pRKFXRx8aAH7atUaagR8uNTvVobBbjWqfK9moKDYVHz2Xw7r+KVn4OGpdN8lIAbwGtFsAm8JvV7tdKHOnoTfNGfBrafGV+QI95UuKhMWRt73EBYvSTDr5g2MIj5CurVH3kJrh482NeLrtdL7Bt+mUMfLZQqxpwqukiU4+6PNO5nLB3tP+i2fqsHvdFJZl9q3S9RnrbqdUtWMadCrRc+RbR9q4deWocnpj8N+uE25MewCPnsTDv7+8rPnW6yyXNw84yTQ6UnfjQA8GMh2ARelbqqNSmfTwde80c806UrjRZ1PFcp1lS46N6UGmMrKRqmpavSrAvHVbR1+9Abq5eMde1rkzZZr8HFsBU4XrauSunQcnWfNeO+0V2r1zb6xurtY123lK+Mr5JsmJZsK+kp6NGO+7enntKlkvafu2qrrduHfZVK6Zg/UpmybGtsFdyTw/SMoH/wWVUJ+XyKl8/sY7HJdm73772syA7szDAtjXYV5xz0j4nyR3NX0o6yzWBV7PU+i9TUeSmt1vWuP0MYwDoRbAKvjL/wyIR6UYXasw4b/pSxxqlUK+SWuocmbIGg0WM76qpe1PS8f6pG/71G5VDPtcLEfZ0J1dXKjdXLbaxvX6Y9qG9F+bF2SH7xo83Vqy3r84Va+6Xh8bo6etLnGVP46tWaWhptG3ycRJT22eTx2uS+orRPtAyKKlw86ehqdG5dHUn3t0kPC0U77oPPkuf+FMh2f3Wc51jztuu6vVegTg0dPtdUyM0IQOr3akmBhYGWy2fusdhYO/v7ShVq0mkjsK+uRruKdw62rc+qtfb9hddmBItRttmEsKnQAH48e5fv3nlnf/+97XIAAIAfnWHJaZT0fJFSkSDlBTNluxWJ4wj88P6z7QIAAABI/ZVLezV9JkB54eoqpjiIAAg2AQDAtpl2f0XYnmoF7vEDgNeCYBMAAGxXvSgGwgDg9WGBIAAAAABA4gg2AQAAAACJI9gEAAAAACSOYBMAAAAAkDiCTQAAAABA4gg2AQAAAACJI9gEAAAAACSOYBMAAAAAkDiCTQAAAABA4gg2AQAAAACJI9gEAAAAACSOYBMAAAAAkDiCTQAAAABA4gg2AQAAAACJI9gEAAAAACSOYBMAAAAAkDiCTQAAAABA4gg2AQAAAACJI9gEAAAAACSOYBMAAAAAkDiCTQAAAABA4gg2AQAAAACJI9gEAAAAACRud4JN05bruuHJNrddui03jTu7bXa1fQxLjuvKdW2ZYy87u1vmWPUKJke2ZWy7ZJJM2a6rl9q0u8K0ndGxdSztwpENKWTMz4BZfWObfcaU7TraiVMnimxVzY4nzxukpsrbLhMwU9j55Z/v4dcS49/V/nfdxGuTomwDAJfv3nmStp9M23Nd2zM3tk/DsxzXcyxj+3WPkwzLc1zHs4wdbx/D8hzX9VzX9WxzPE/XdT3XNrfflivUa1QneYbpv7b9vmR69kTZXn7a8Hlq2p67kfMruWTaUc6nWX1je30mWrl3J5Wbnud5ntepZte8r7Ln76rjVbPbr/fulfklts8un1/97+WQbaPk8dLOYxKJtPm0OyObeJVarZbyR/3fPY0THaqlVm/bpUpWu27pc62n9OHJlkfB6iqmUirWt90iL92zuu1tlyFpu9Y3TB3lpdb9zhRogax+Pth2GYCoYpxfxokO0z3VqtPb1u9bUv5o7shllG0A/NheXLBpmJYcZ970RUOmZY9NdXRsMxAEDKaRNFRKS+lSI2QqWtjUshnTzUy7P/3ElD0ol2PLNOKUeYPtY5iyneA0QVtWsLCR2ieG+3u1+l9Exsmh9HCvp1jHa7CZNWrfWdtEORZj+9rysZgsj2PLtOzAdKaI/XBiau/Mw7RyX/X37Tj9Mju2rGH5x6drRcnHNgPlmLHNwn64sD9HPFaD6d2VvKS8KjOm0UbqPxHaOVqZ5vWNyJlE6xuZecdilNfCczAq80h5tRR6LRzxmEY6v1b+7M2q2vHkeY7OMv2mOnNCp9Fmq011vNE0206nqnJ2PK9ysxOYhttRp1pWdpRB/++/6Njfk86ciSm75ebUvrPVfp6d6iivYbk9NZsT5apmY5R5UfNEKHPUfWXLanaC7eOp0wxsE2Nfkcrc6fTz66g5OC6dYD4Ljtew2E11gtOrO82p4774WEzsq9NUdXpH89snaN75NbnpeUnp3oNuw35gq9+rpbyO5kebC7cZfL46L2bOPIBEvahptKbdn5bZn1IXMqVRpuXZlukZg/8b5owpIvOm54VNLZsx3aw/7c6xbc80Avsc5BulzHHSvGm0C/c1mi4z1j62FdLuyUyjtU1/mo1tmp7lOJ5lTEzZiXK8Juslf+qqFfNYGJYzPkXSWGL6a9jxC8snUl+1Q8szOg9i9MOF7yXRV/38/Xr6//aP0+QxjZaP64zKMXVsIvXDOP159c+hyP1nUTtHLse8vjFKSUyjXVivqOdgxDS7zBGPaeTzK6nP3qxX7cyeRpvtvzl8L1v1/FeaXnm4TdNrlrNetp/f7Gm5c6aJDv5oLN9hwfp5j5d3LJ9s2av29xelzNHT/Kmti/cV/vfZctVrNoP1WryvhSm470F7NsteuV/GZjn68Qq2fTnQxuNlXnwsxvMOq1+c9okztTX4mR73XI2+jf/ZuQu3mpBIpK2k3Qo23ZA0uAgKv6/AsBzPdazRhcnMvCcv0pIMNmddwKxQ5llpZrAZZV+Lv1iitU/UcvbbxbQ913E8x7E8Y879IeHHK8L2MY7FZH1iH4vAvajBPhq8CI92LOaUZ63B5ip9NZj/+Paji40l++HMQGDxeZroBczMYDNG/5nbzlFSlL4xSkkEm/PrFeMcXKF+0Y9p9PMruc/eecHmIBAIBmmj7QfBy2TKjjaYkV8ywWb4PabLlXl2mhcARtjXMADseNXyontiEwo2O1UvGwg2pwLihccrajmiHotRPlOBbaz2if7dPeszJe45s9I1DYlEevVpx6bRtnSRSik1lnKy2pL0Vm/SUu/p29hftLvPUvqN3g5fMWTZzviKoZX8msvd00Sx+qKWOQlR9lXXfavXn5LoyLH96Wlrn9hSv1crnZYebjU9U2fR8fLrFf3ervnH4nniZrxlj0XrYtA/C7popZWvnAemN0Y5FnPKs1bJ9tWx7fczMmLkM1b3dlfxa77J/hy3/8xq5xX3tSbz6xX3HFxFlGMa/fzayGdv9mf5t3Me68twiuNo2u3Bz/15jhOr2TqjDRRn5mpcnX8fly/zptrn8V91JEkZnX1x/Cmrnaaqseb0JmzR8RrWq6OwJg4z/1iM8vnne9dvjZ9+8V9YS/sYOjlMS617vZQ7pwG8TDsWbC42du/WVGBiyHIaKu0/6LoQCFgvWmsu1fwFReaXeZPtI9WLOT9AunjQg/ZVqjTUWPtzD/zFSXLWZCOt43htenGXturFC7WU1+nE/SibPO5JtU9SZd5U3bfTn6N4jYsMbUbUYxqlj232HLzTp7097U2kg/NHSWU1nTMdZ6S7Tznt7e0pd9nddlMvKPMm93Wj93s5fbq80123KymjTOZYZ1+csXtMN2fXjtca2sc4kR9rEmoCWK//bLsA0X3TU0/S9bwVFfu/wF9Yqgcu9IzMvrTEuMkYI6P4uUQp8ybbZ6Cter0t1S3dWo4apSOZqm/h180ox8uvV+nIlOqrlNDP5zBjSIHxVSOzL/UetPQglCSprmrtVI3SuUyrqHqkYzGnPPN62VL9MHr7rN5XN9nnBzbRn9fZf2Lsaw1HXpL259YrqXNwoK3us1R683Zsn5PbzD6m0c+vjfTD/qhTRgf6OSspLE4bjl7d6a8bf4NffsqsuWArlnnj+3rUzfl73ZxL/oI5jr4cD0b31lnAEFGOV1JtGJLPYF/d7/8s0T5Rzq/BwkA1fV5wfrz1p1moveI2AH5cL2hksy3ruqV8ZXr1TNsa/OrtX2Dkj0YrSBqmratSOjS/7rNmPK6in8/pIB9D5vmhwnJZvcybbB9Tlm0F3u9Po+k9hVwsz2ufpEQ5Xn69lK/IDlTMMC3Fa8K2bh96SpeuRqumGpauSmn1Qqf3xmz92wf1hqObUY7F7PJMtc/K/TBa+yTTV5Pu8/P6YZz+vHr7rLP/hLVhunQ1WoV1qm+MfPNPotir3QaF1at1bfXrldQ5ODL7cQlRjmm082tzn703+v3SH206+7/AirDZrMrNyVVF+wFFtqyPx4vyzWgwi3Lon+/qBvNRVr9+WCZojVPmOELKHGVf2aqazZgr4YbuK2nzjtd4vUar5pbVbFZjTI2+0V93fn0+/JqVNNhXV1//7AeRMdtn8eNI/EejLP7sivIIlcXbsBot8IPbrQWC7IWrSBqm5dnOaHEWx7ZGKz5Kngxz6n1jVt7GeF5ji0kE33NszzLmLRC04Ab7RWWOk+atRhthX2HvG3P2NbN9IpVz9oIvw7yiHi9jstzmdLmjHAvLDizw43h23MVl5qxoadru2CIJUY77WHkc2zOtiTpE6Iem7c5YXMsOWcFzlb46vUDQYBGKeHWPufDRnH4Yqz8n8DkUqf9E/CxblKb6xrzFi2xn1AaBMi3uG/12t4Ln4Yx6RTkHI6fZxzvqMY10fiX22btokRd/9dLOcNVRz/M6zbHFXLLlptcJvNdshi3sE7JtyKq2o/c6M/KJttjPojLHSfPKHK19ql5zfAOv0yxPtU2Ufc1NERcIinq8suXpepWz4X1n9rHIeuVmZ7xtspN1jt4+ixaLm7369xKfZZG+d1mNlkT6odPOBJskEimxQIX0+tJrW/HRsJwEV7glkUhJn19JPPaERCKRXtA0WgD4UUxMJzVMna9lyu72tK1rtfKnYmYdkLyVzy/D0mm+pYt5Nz1H2QbAD2/v8t077+zvv7ddDgCSZNpyK9JFqshy9D84w7R1dZpXOi1JPbVq16pa9VcTbAIAgNePYBMAAASU1fS+aP4aRnf6tPdeN9su6osuMwC8fgSbAAAAAIDEcc8mAAAAACBxBJsAAAAAgMQRbAIAAAAAEkewCQAAAABIHMEmAAAAACBxBJsAAAAAgMQRbAIAAAAAEkewCQAAAABIHMEmAAAAACBxBJsAAAAAgMQRbAIAAAAAEkewCQAAAABIHMEmAAAAACBxBJsAAAAAgMQRbAIAAAAAEkewCQAAAABIHMEmAAAAACBxBJsAAAAAgMQRbAIAAAAAEkewCQAAAABIHMEmAAAAACBxBJubUm7K8zx5XlPlXcgHAAAAANaIYPMVy1Y7fmDaqSobuoUp23VkGSFvGZYc15a57UoAAAAAeJEINndGWU3Pk+d1VM2unlsUpl1RvnUtqx3yZtvSdSuvik24CQAAACA+gs1NuXmvvb097e29180u5CNTR3mpdV+fuUX9viXljxjdBAAAABAbwWaIamfW1NOs/97wfsmsys3+VNX+qGSnWh7/u+E9ll74vZbZqjqeJ8/7omNJUkZnTsi2i/KRpGxZzU7//U5Tv/00p5LmkfJqaU6sKdXv1VJeR3OiTcNy5LqunNC5uAAAAAB+VASbIf7tSMr8pF+m3vlFP2Ukdb/rH0nZ6m/6+Nd/ldvb095eTp/uMsqcfdH/BefBDkYiP92F7+zxXAd7e9rb+yR/i64uc3vTo5eL8lFW1f/7ouOM1L3Mae/gL+k4M7OOpj+sqXmxplSXP7jJ2CYAAACAeAg2Q/zzvSvpQD9nR4vsdKpZKfuzDiSp868eJT2ev9f7m0c9SpIe+38nZX76ZdldLy/7qz5kJKmrr38+SrrRX7PiUhnK7Eu9p28Ls/321JP2M5o1btm2ckqlUsqF3vgJAAAA4EdFsBni0R/a1E+/SL/85I8OZvz/KCPp7q/+eGO2Opq26nlyzvojiQc/a0Nr/ITo6F8/+h0GvwAAAACwaQSbYf75rq6kg5/L+vlAuru7k44/qvrzgaSuvv8jSWU1nTMdZ6S7Tznt7e0pd0lwBwAAAAASwWa4x3/VkZT58D99yHT1/fe/dKcDffiQ0XDkcDClVnf668YfShyMgm6XP/13fnna6j5L6TdvF+b29k1aeu6KSbIAAAAA4iDYDPWPvnclZTLKdL/qz8d/9L2bUSawONBIP7jLlvXxOIl9+9N3Y3v8U1+7/t9/+DUraX55oj3WZPHjUViNFgAAAEAYgs1Qj/6KtFJ/MaDJ/0t6PNd/P92pO3hUyf99lO4mp9GW1Rw8quTLIPI71pfBa83gw0tu9PunO3UlHX+ZfLxJlHwedf7fT7rrSpkzR14nrDwBER5rEunxKAAAAAAQYu/y3Tvv7O+/t10ObIFhOWq8uVaqGB5Nmrarii5mvg8AAAAAszCy+QNrW9dq5U8VOgPWsHSab+mCQBMAAADAEhjZBAAAAAAkjpFNAAAAAEDiCDYBAAAAAIkj2AQAAAAAJI5gEwAAAACQOIJNAAAAAEDiCDZfDEOm7chxXbmuK9d1ZJuGjNBtTdmuK9vcdpkTYNr9+vbTwkrNqvtm28QwTNmOMyq34x+vteVjmLKdQN+w4u8LAAAASBLB5gth2g1V9h90XUgplUopVXjQfqWh89cQUM5TL/r1TaV00dp2YaIydd6oaP/5QReD4/X5Wqo05MQKAqPmY8puVLT/cKFCKqVU6rPudS7iTQAAAGzV5bt3niTSTifTs13Xs82J1w3Ls8xtl21zybRdz7XNZNtwTcfLsoyp1w3L8VzH8oyE8zFtN2a+JBKJRCKRSCTS+hMjmy+BkdF+2OttS1Y9uJ0VmGY7bypphCmXhhXYxpVjm1NTdg3TkpPA1E3DskfldmyZli3XtRVr0HZh3fsyydR9vrosq71UW8TPx1BmX+o93CrKHg3Ln5Ibb4QVAAAAiI9g8yVo3+qhJ+UrrhzHlmWaCr39r20pl0oplbrQvBmn+dMj3X/2p2UWalK+dDU+5dK05TZK0nVhOIX1831GJ+b4No1KSc+DbQoP2i814t8TadpqlPb1MJwm+qTTUn6JNopY99Kpnj6nxso8FnhFqftSDJ0cpiMHhdHzeas3aem5+3YsiHas1z6/GgAAADuPabQvJRmeadme47ie6/aTY3tm6Lazpoz6rzvBqZmG5Tlj2xqe5Syarhq+Tfxpon4+zsRUUcNyPNedrlu0abQx6j5V5ih1Xy4lNdV1Oh+/Xq5je6YxfkydkCm4JBKJRCKRSCTSphIjmy9GW3WrqFyuPyJ5UVMvnVdlieVVn7uBsbV2V89j7/ojZa37+pwc/G16T9/GS9h9ltJv9DZySQajcu3pfNYkdF/DMkepe3yG5aiSb+kiZ600qjkvn95DVfXBi21Ln2s9pQ9PYk7/BQAAAJLzn20XAMtp1y19zhyqcZiRIa04NXM56VJDbmny1RezZOxGGJajRulZF4WiVglhF+UzGURLGgbR2+gbAAAAACObL4Ipa2MLunzTU0/KH5kLt2ldpIb3NY5SnKDKz2c/M143I7MfOYe4QvfVe9K3yHWPzg8QpVqhOBp1TDyfuu5b0/WSFKgXAAAAsHkEmy/Em1JjbFVUw7R0VUpiwZlJbVnXLSlfkR1YhcgwLY3WnPG3yVfssYWKDNOSHWthGj+fdOlK1iAjw69XmG9+JBi+OFJE6eBiSP19ta4H01Kj1D2aUYCY06IFZeetEBsln/p9S+nS+ahdjNl9g9VoAQAAsCkEmy9CXdWLmp73T9XoP46jUTnUc62gXCACMe3BaqQV5eWvXuv/P+ZjROpFpQo16bQxfPzH1VFXt/XxbQoXTzq6cgPbSPe3MSeL1osq1J51WOnv6+qNri/Cp+K2rc+qtfZVabhTAVPUurdq13ozKHPDb8PiRL0W1n0hU+eltKS0So1R+8Q/FhHzqRdVuJBOG+P1yiXy+BUAAABgOXuX7955Z3//ve1yAEOG5ahx+KDCigvqAAAAANgeRjaxZaYs2wpMAfVH85KfHgwAAABgkwg2sWV13d6/0elwauupVLvQZ6aAAgAAAC8ajz7B1rXrReWSfbQlAAAAgC1jZBMAAAAAkDiCTQAAAABA4gg2AQAAAACJI9gEAAAAACSOYBNrYsp2Xbm2ufB1w7TluP3VaB1blhHY3LBG7w2TI9s0FmwzyM+SEdxm8P/hnzpTry1myLSdwD798kzmEaVek80zVp5ZdbeM0DJZthOoty1r0EZR2mcHGZYTUmZHk9Wf284xtolRMDkh5Yi9zWqNs/i8iFz3xf05/Fi4coaZRT/fI1Zwdn+OkQfn6foZhinbCdZp2X4YcRvLHj+m1vJ93p2zjd/nbcXtuQCACZfv3nmSSKTkk2l7rut6tjl6zbAcz3VtzxzbxvEso//+xP9lWJ4zmcdkviHbTKX+NqHlcSzPiFEv03Y917E8c04Zl6nXVHlC6+6/5lhG4O9Mz3Zdz7HNYT0M056bz0tIkY6NYXmO63iWaYS3c9Rt4qRBfsaK26ySopwXUfph1P48I7/Y53uktKA/c57uUBrUKdjO/deCdU/oPB30p7nHJ0I+pu36/dIIHq/wfcXruyQSiUSaTIxsYn3qRV20pPzpaATgqpRW66Io/0knhqzTvHq1zxo8VrNdr6rWS+vwZPbv+O3JfGPo9XrKH63yW7Wpo7zUurZUHzwKtG0pV6jpabjNcvWKol239LnWU/rwZFh3wzpVvlfT52JdwyLViypcd1fa10tgnpeUbl3L6h+MsHaOss1rMH1eROmHUfpzRAvP92iS6c+cp5vyVCsoVwy2c13Vibonc54aOjlMS6374fFS29J1S2Of6Yvz8ftGr1Ydltk/XlLpnHFMAEgawSbWql68UCtd0pVl9C8CLlQcXnm+1Zu09NxtB/6ire6zlH7zdm6+3556S5Xn+fparfzp8tMbjYz2w15vW7ISqNcSBdLJYVq9h1u1J95p1+tTr63EtOU4tkxjV4I0Q5l9qff0LVhr3T4EL3SjbPN6jJ8XEfphpP4c3fzzPYqE+jPn6YbO07osa1HpN3meRs9n/Lj37Wde3WcCAGwbwSbWrP8rd6mhSr6li+CV54wLwm9PvYVf+m/fpJcuz31rhZGL9q0eelK+4spxbFmmqanbk1ao10L90aLRRWvYBfOafKvq4Xlfp41G/14pU1PXs6Ydfs9ZP8W+dS9dUmPmvWCBupu2f3/VVONG2eb1GDsvovTDKP05ljnne7QaJNOfOU83e56OV34isE7qPG3L8ocxhz8WGqal03xPtWo9Rj6+/cwr/iAAgB1CsIm1a98+qCdJvSd9WzEvyV/8oZLX1ChBvjJvAZORerUmlc6XXPihLStX0EWtJSmvUqWiSsNfYGJdE7DG6tU41PNFQbnBaMKsEZxF+cxpn9lVb8sq5pRLpVQoXOvpzakajdEiJ4Yk1YtKpVIzU6zYo/ug2kVh+LeF62flK405F8L7ygz+mX6jt0tv8zLNOi/mS74/r3S+x+jPm67XIj/seTrBtBsqqabPM0c8VzhP60UVatJhw2+XRuVQzxejadDR8qnrviWlS+fDQNQw/R8HXttnAgDsAoJNrJkh66qkdKs1nF63jOAFWKOyr1bwQq6vdTF90ZQLuwpp3+qhl9fyt262VbeKyuX6QdBFTb10XpXVhgNmGtWroItWWvlKIFBud/UcO58F7ROlBdp1WcWcX6bnfZUqDSV9u1O7bg3vu/L/P+de3XpRqVRudNEZFuhE2eaFiXJeLJZkf17xfI/Rnzdbr8V+1PM0yLAcf0Q7Z4X/4LHieWrajhqHT7ou9NumcC1VGuHB+Jx86sWCLlr7/g8QrqurI+m61nsVnwkAsGsINrFe5rlK6Z5q1WJ/et3iC7C3/jyosYuV8QuwnIr1Vaaj+dOx8qdWIr9iDxYDGU1NjF6vuOWuFy/UUl6nw4urb/Jn/W12SphhmP1HODRU2X9W7aKgal1rnp7Xn+I4HH2IUvfttM+mzD0vluyHU/05jnnneyTrO16cp+s9Tw3LUaP0rIvC5IJQSZ2npo7y6YlFnyYXI4razm3Vi7lRMF+0pKVvzQAAzEOwiTUyZVdGqz22rc+q9YIjC2EXBmELPKxB/V6t9KGO3sSvk7VwtCZCvZYewalPXMTPXkTDMM1kF7voX7g6rqtG41Rvnq5VKKSUyhVl1dv+xfkap+dJ/UBgOPoQtpjL5P1iUbZ5raKcX1H6c1SLzvcokurPnKebPE/9QFOqFYqa/h1wA+fp8AeoZfPpr1D76j8TAGALeM4maV1p+Cyz4OuTz+Jb8jl3Y2nJbfznqLkxn98X9qy8kGfqxXi+4XDfk8+nm1UvY3J/G3p+n2l7jmN7pmGslk/EdraCz+7r12mZZ+r9KM/ZnHXM5vfDiP15Rn6xz/elz7G4z9nkPN3MeTr4HI14Pqx4nk4/O9VvU9c24+3LtDzbHLSPEdp3ec4miUQiJZQINklrSXMunCa/2A3LDyL8wM8OuQCJFki6YWnehdzg72I+LN4wLc92nMB+HM8OuTCfWy/J8y9y5uSzqA3Hym14VjAvxx5ebEVqnx1Mhml7juOG12lyu7ntHG2beH37hQSbEfphlP48/GFmIi0MuDQjCF2Y5vRnztMdSv1gLzRNBG+JnKfTxyIYvC+bjzPxw9a8Pj/W70kkEom0MO1dvnvnnf39twAAERiWnMahHgq52atgRtkGAADgleOeTQAAAABA4gg2AQAAAACJ+8+2C4CXxpTtVpSfu01LF6nJ5e933WutF16W19oPk6rXa20fAABeJ+7ZBAAAAAAkjmm0AAAAAIDEEWwCAAAAABJHsAkAAAAASBzB5mth2nJdd5Rsc9EfyHZdTW826/X1MAxTtuOMyu04sk1jLfkYljPeRq4r13Vkxd/d+pi2XNfWhpp/ibIl0ccAAADwIyDYfC3qRaVSKaVSKV20tl2YqEydNyraf37QRcEve+rztVRpyIkVAcbIp1dTod9OfsrJam+7HV6IF9nHAAAAsC0Emz+suoqplIpbfj7AU62gXNFSfRDwteuq1npKH54oTriZVD5I0m70MQAAAGwHweYLYli2nOE0UVumtcSUS8Ma5TFvimPGlO2MppraYSONhhXYxpVjmzEDu7qsRIYVk8onciPKDB6LqboPpo8ubsOpY5pZskSmJWfuvhaVeVD0QZ8KlN2xFWtmc8Q+trjM0cszmCIdb0QcAAAA60Sw+VKYthqlfT0Mp4k+6bSUj59P21IulVIqdaF5MyHzpVM9fe7vq/Cg/dLElFTTltsoSdeF4dTKz/cZnax8f56hk8O0eg+3Wi18nJFPuqTGiveHyjzRke71eTAVt3Chh/2KGhNRVf70SPf9NizUpHzpauz+UMNykjmmpq1GpaTnwbHoH6+x4kQss29fp/ao7KnP98qcxGinKH0sSpmTKg8AAAC24/LdO08SaaeT4VmO6zmWMfa6YTme69qeObG9abuea5sL8jQ923U92wx/PXRfjuUZgfIs3kf8ZNpuYD/J5mOYlmeZRuD/tueGtsESybQDxyKkDQ3Lc8b2Fe+YLuobk8di/HhFKXPwtcVtslofi1HmJI8RiUQikUgkEmmjiZHNF+Gt3qSl5+74WF+7+7y2PYbuK/1GbwPlad0nezOeYTmq5Fu6yFkrjWrOyqddt2TV24H/F3XRkvKnVszpv4Ys2xmbKupWpkckx9qw3dX40UrqmPr59J6+TeczPF7Ry+zraSK7hEUt86bKAwAAgHX4z7YLAEiDKaXPuigUtUoIGzefb089Ke8HONECXEOW01BJNV0UAgsSmbbcyvbaL11qyC1NvjqYxBq3zM/qbuAW2Pll3nx5AAAAkCyCzRfhm5560mHGUDAkMjL7ktYzurkftq/eg74FylM6MqX66qObfoAo1QpF1VcIKpbJ5+2bdKBekf7CH9W9sMb2Ef9YJHVM/Xx0PW/V16TKnJQoZQYAAMBLxzTaF6Et67qldOlK1mBBG8PSVSkdurU/WncUbwXRCengYjb9fbWuB9NS/fIoXxlbYMcwLVkxFwgaBYiLn3c5b8XRxfmYsmxrrE0M09ZpXoF6ReEHSvmj0dRbw7RnHovZAsd0op2XySdfsSfqZskeHoykyhxohZX6WJQyx8NqtAAAALuHYPOlqBdVqD3rsNLw77e7eqPri/C1PtvWZ9Va+6o03KkLcNMe3LNXUV5SvjL4//gjVFq1a7256r/XONRzrTA+ClUvKlWoSaeN4T2AV0dd3cYaqTJ1XkpLSqvUCNxLGFKe1fOp6/b+jU6vRu81TqWHi0LM0bW2rM8Xau2PVrW9OnrS54tWnEzGj+mgzFdvdF1bMp+LJx0F6nZ1JN0PD0aCZR7kuGofW1hmAAAAvHR7l+/eeWd//73tcmAJhuWocfigwooL6gAAAABA0hjZfDEmpoEa/mje6s+jBAAAAIDkEWy+GBPTQBunUu1Cnxfd6AgAAAAAW8BqtC9Iu15UjlvaAAAAALwAjGwCAAAAABJHsAkAAAAASBzBJgAAAAAgcQSbAAAAAIDEEWxiTUzZrivXNhe+bpi2HLe/yq5jyzICmxvW6L1hcmSbxoJtBvlZMoLbDP4//FNn6rXFDJm2E9inX57JPKLUa7J5xsozq+6WEVomy3YC9bZlDdooSvsAAAAACSPYxJrUVbxoSfnKWEBlWKfKq6WLYn9ZXdNWo7Kvh0JKqVRKhWup1HA0GU+1Lvz3U6mUChfPylcaU4FacJthylnjzyFNl3RuaiWm3VBl/0HX/TKnCg/arzTG841YryjG6/6g/VJDzlhGpmy3oUNdq5AK7O/0ZCyQjNQ+AAAAQEIINrE+9aIuWlL+dDRSd1VKq3VRlB9qGrJO8+rVPmvwuNB2vapaL63Dk9lRWXsy3xh6vZ7yR6tEm6aO8lLr2lJ9EKW1LeUKNT0Nt1muXlG065Y+13pKH44CScM6Vb5X0+difRg4tutFFa67K+0LAAAAWAXBJtaqXrxQK13SlWXIPC8p3bpQcfis0Ld6k5aeu8Gxtba6z1L6zdu5+X576i1Vnufra7Xyp0uNMEqSjIz2w15vW7ISqNcSBdLJYVq9h9upEcp2vc6oJQAAALaGYBNrVle11lO61FAlH5g+K80M3L499aT9zNxRy7dv0kuX5761wghj+1YPPSlfceU4tizTlDl1s+by9VqoPzo8Ci7DAlsAAABg+wg2sXbt2wf1JKn3pG8J5GeYtip5TY3m5SvTC+A4IUOY9WpNKp1rucm0bVm5gi5qLUl5lSoVVRr+gjwr3go601i9God6vigoN5ifO2ukdVE+c9oHAAAASALBJtbMkHVVUrrVGk6nXUYwUGpU9tUKBlx9YQvgTG4jqT86mdfyt262VbeKyuUGi/bU1EvnVbHXE26O6lXQRSutfCUQKLe7eo6dz4L2AQAAABJAsIn1Ms9VSvdUqxb702kXB0pv/XmhY6OW44FSTsX6KkFSW9Z1S/lTS0ncQTlYtGc4RTZGveKWu168UEt5nQ6D9m/yZ+cyQgkAAIDdQrCJNTJlV0arsratz6r1giOAYYGSocy+1HtKYsLtHPV7tdKHOnoTv07WwtHZCPWKMSI5UfCJoL2t24fx1WmHezRNnqEJAACArSHYxNqYdkV5tXQ9nKrpjyiOnr3p/z9duhquDmv0R0Ifbtc9vbOuak3K59Ox//JNqSHHHgVyhjm5aE+UetV1P/n4FsPUeSl8Zdkg/x7Y0ehm27r2pyiPlclW4zSz5jYEAAAAZiPYxHoYlk7zCjxTs2/wjMxKf0GdelGF2rMOG/37MU+lWiGnZW4lDFsAx3VmP4tzuHBRLHVVL2p63j9VY3gP6aGeaxP3kEaoV71Y0MXz4TAf199o8X2UbUvXLQVGM+sqpgp6UKBMp1LtevECSvPaBwAAAFjF3uW7d97Z339vuxwAAAAAgFeEkU0AAAAAQOIINgEAAAAAifvPtguAl8aU7VaUn7tNSxepiXs1d95rrRcAAACwHdyzCQAAAABIHNNoAQAAAACJI9gEAAAAACSOYBMAAAAAkDiCTbwuhiXHdWQZK24Tb6eyHFeubc54z5YZO8/R35u2I8d15bquXNeRbRoKL7op23VlL7+z3WHa/fr208JKzar7ZtvEMEzZjjMqt+Mfr5XzCqlAkvuKUaoY/XneebFKEazA+TB+XkxtatqjbR075JxffH4ZljOxLz85w8z8PjZdz1mvR2g3O3hcbVmxj2u0z4257dNv58niG5Yj17H8vGYdi9AP1zn1Cs1nsJ2ldffqZUU9Bxf3w4jbWPb4MbWW7/PunG38Pr/K9xYABFy+e+dJIpFeRzIsz3EdzzJW3GbFfRqW49mW6RkyPMuxPVOGZ1q259imZ8TI27Rdz3UszzSC+3I92wzb3vTsme+93GTarufa5oLtZtV9k23i78uxg8er/5plxO5TtmN7pmHMqH+C+4qQlurPSZ9nY/mOH1PDtD138jibtucG9m9M/D/2+RXy9+PvTZTJcjzXtT1zqT40alfDtD3XsZL/3FjUPjPawrCcUXlCj4X/2ng/XFCvuZ9ru5oinoOD88A0ZvbDKNsM+tPc4xMhH9N2/X5pBI9X+L7i9V0SiUSakQg2Sa8qbSHYnBUMGabl2Y7jX3g59vACIHqaESgZlme9qIuy9bTvSm24lmR6VkigN3Zxnlj917OveSluf17tuC06f6eP6SDA8utueJYzGfBMvhbz/JoXbE7uf8ngadbxM8w4P1JFqVeE9lky2Ayrx8J6vdBgM8o5OH0eTLf94m38/0+eT5N/tzif8B+kDMsZ+zuCTRKJlGRiGi2wCsPSab6nWnUNT980MtoPe71tyQrubmIK2uyppKZsZ8FUN8MKbOPKsc2QqXeWnEX5RGq68elepmXHn7q1sO59mWTqPl9dltVeqi3ii7evwVRQJ7m544t2uL7zYoZvT73A/97qTVp67gbbqK3us5R+87ZfxojnV0T14oVa6ZKuLEPmeUnp1oWKsfIxdHKYVu/hVpNHtl2vK/LRjlSvCO2TmITqFYVpy3FsmcYm+nmUc9BQZl/qPX0L1lq3Dz2lD0/6ny9Rtokiej7jx71vP7Oz05UBvGwEm8AK/IvKa01ecxiWo/NMV9XcZz30WrrOVdXNnMcLYNq3euhJ+Yorx7FlmaZCb91qW8qlUkqlLtSak13+9Ej3n1NKpVIq1KR86Wr8Xh3TltsoSdcFpVL+dp/vMzoxx7dpVEp6HmxTeNB+qRH/nkjTVqO0r4eCv5/U5yedlvLxD0DUupdO9dSv+6DMY4FXlLovZfaFdvLWt6+4/XnWebFOb9+kAwUOD7i+PfVGF9VRz6/I6qrWekqXGqrkW7qIF2kqPABcQpR6RWmfZRmWrkrBfphQvaL4VtXD875OG43+j0qmpuLOyfvBJ9JqtxhPnoOBupv9H9OmGjfKNm1Z1y0pfzT8zDbMyR90ouTj288QVgLYHIJNYFlzRm/aVk5FK/irfVt1q6hcMc4v+W1ZuYIuai1JeZUqFVUa/VHAJYrbe6iq3t95+/ZBPaU1GsQwZJ3mpdaFivVAqevB0ZCQbdqWPtd6yp/GWcTDz6dX+zwKRvr5rEvYvoIjC4vrvhzTbqikmj5vIOqat6+2lVMqlVJuyXLE6s9bGNU0TFuVvGIG2smeX9LgvJLUe9K3uH88a0QyfikSr9ci+UogYGsc6vmiMOprMeo1ls/UQkxRqt6WVcwpl0qpULjW05tTNRqjxYgMSaoXhz8ohaXYvxEELD7f95UZ/DP9Rm/jbFMvqlCTDht+uzQqh3q++DznB52wfOq6b0np0vkwEDVM/8eB2eUBgNUQbAJLijZ605aVK2r565f+RX2uPyJ5UVMvnVdliZ/fx0YW2l09j73r/yreup9XUn+b8WlaUtufexfjQiV8pKPdfY6cw0p1nypzlLrHZ1iOP8KVs9Y+qrm5fS3uz5sa1QwGJo3KvlrBACdGfZI6vyRD1lVJ6VZrOJ02XlEmz8lVJFmvxVoXg2CtoItWWvkDq2A/AABXGklEQVTK+SiwjVGvUT6jtPQPJO26rGLOL9PzvkqVhs7XuLzqwnOwXlQqlRudF2E/SMzZxrQdNQ6fdD2YDVK4liqN8GB8Tj71YkEXrX3/BwjX1dWRdF3rLfcDCQBEQLAJLMOwdJpPPkBZpF3vjwBu8f6adKkxPvpQWWL66ytnWI4apWddFFb5oWH39hWhMBs7L8YDk9zYqPSsAOet/yvHzIB8pfPLPFcp3VOtWuxPpz2POZL4Tf4s1uTP7Kl6Ldk+Efbk37uqvE6HQdD66jWPYZj9R600VNl/Vu2ioGpda5lGO/scjFL3KNuYOsqn1bq2hrNT1O5P2x7O0Ijazm3Vi7lRMF+0pOAUdABIGMEmsATj5FDpXk3rnSloytrUgi79C5X8kblwm7DRh1QqTqATflFkZJKZRBgmdF/DX/Kj1D06/8JTqhWKqq95dG+T+4pUno2cF1GE9bHJBVSSPL9M2ZXR1PC29Vm1XtyRxNmLwhhmnMWqotQrQvssPdJanwi2k6pXBP0A03FdNRqnevN0rUIhpVSuKKve9oPohKfRzj8HwxZdmryvM8o2cwxnaCybj6mj2FPQASA6gk0gNlPnJf9X5nV/Ob8pNcYWYRncX5P8hcFgAYrK2EPJDdOSZY5vk6+MLzxhmJZsK95FtXXdUrp0NfZQ96tSOnTrb34kuNLiLengYkj9fY2OX5S6RzO68MwtnEa66gqxm9xXNJs7LxYL9LHhvWn+yOPD7ah0SZ1fpl1RXi1dj24MDvSpGKW2rv0puGNlstU4zUTPJFK9orSPf3/f2P3Yhn+MF7WPf+/qaHQzqXot9PZIh/vPui4U/NFuq672GjtjlHOwXq2plz8dftaF9cPF24yOhTlqQJ2X0lLrfvhDX5R9ybQCn3NGSN8FgITxnE3Sq0obeM7mOp9lOLWv/rMNXdftJ8ezJ56R5j+kOywNnpMW9ty92c/is51RHsGHsI+XKbhN4KHmsdrR9pxBWR3bM017xrPdDM+yR20w9Xy6KHW3zECZp9swat3nJ39f88sz0Y9Cnnk3P6/xeiWzr4T66qbOixjPZJzsY5PnfJTza9B2k2nR8yhH/TPu8wrH+7u7xDN6o9QrSvtIhmfac/JZVPex/jCnXv18Qvvzhj5r46fo56BhLmrnKNtMH4vwz+d4+YR9fs/q8+v+DCGRSK80EWySXlVae7A5I0gjrZw2GcSTkk6cFyQSiUQikabTfwQghrqKqa3fkPYKmLLsjLrV/oIXg+l5Ne4bepk4LwAAwDTu2QSwBXXd3r/R6dXg2XynUu1iI8+jBAAAwGYwsglgK9r1onIMhmHIlO1WNP9BOi1dxFr5eBckVa/X2j4AgNds7/LdO+/s77+3XQ4AAAAAwCvCNFoAAAAAQOIINgEAAAAAiSPYBAAAAAAkjmATr4thyXEdWcaK28TbqSzHlWubM96zZcbOMyLT9ldzHSR70Z5M2a6r6c1mvf7yGYYp23FGbeQ4ss3lDv5YXjOOt2kH92Un2M9mlipGH5vXV1cpgiUn2A9n1t1vn9G2/rEwZubjyLZMLXm05u9rsJVpj7aZLHO/PJPNZViOXMfy8wqru+vIDj3whqzJ/jHoi6H5DLazlmwDAAC2i2ATWJVxosN0T7XqaA1Iw5q8SDZkWrYce9kL5xnqRaVSKaVSKV20tt0Qu8jUeaOi/ecHXRT8dkp9vpYqDTlxo0DD0vnVke4/f57Z1qbdUCX/PNxX4fpJh40kf9gIFmeJPhbSV5PUukgN+2PhWipN1N20G6rsP+h6cCwKD9qvNHRuzsincK2nw4oaSwRbkfZl2mpU9vVQmF3mpep+8aD90mQfM2W7DR3qWoVgG52ejNUtmM8w5SyePwsAeJEINoEVmeclpVvXCj4ism3lVO1mdO5c6TCd16lzrky3qlyxvuWLxrqKqZSKP9CzEZ5qBeWKluqDhm/XVa31lD48iRfAtC0Vc0XV27OOoKmjvNSrVYf7atctfa5JpfPkh4yX6WNhfXVd2vWqar20Dk8Grey3T+s6eCws5Qo1Pc3ORFbuQq10SfGaMMq+DFmnefVqn4ftMV3mZetu6fNEHzOsU+V7NX0OHJ92vajCdXf9BwMAgC0h2ARWYVg6za9vpMjfxfg0P9Oy5boxp+ZOTNGbOYsyY8p2FkwFNKzANm5io7WDKarJzvCsy9pEZBXw3A3Z335mevqm5U+njD3CuqwN9NVxb/UmHdx/Rvthm7UtWXOLVNd9S8ofxegYkfbll2/8eLXVfZbSb94m3BaGTg7T6j3cTv0Q0K5v+wcoAADWh2ATWMGskSLDcnSe6aqa+6yHXkvXuaq6mfP4gZlpq1EaTfNLfX7SaSkfJwdf21IulVIqdaF5s23zpVM9fQ5MO5ycCmjachsl6bownOL3+T6jk2UDRKM/9dN11Wicav/5QdVvmr4XdSKtFpDOvvBPwn5mM8Fj3D62yVFNv3xHyqunh9vBsOGtHnpSvuLKcWxZpqmot85+e+qFBuwzRdnXjIA09r7CK6+rUrCPhQW2AAC8fv/ZdgGAF2swUlSYHpZpWzkV/Y104r+iulVUvDGlwTS/wihAaFv6XDtUo7SeKgWnFA73dXgiw2qr3S+PWhcq1kcXze163PvJDBnmic5PS8qnpV6rputCdXx6aruo1JoG4Ey7oZJqKiQeddV136qoUjqXeVtUvS0Zph90SG/0Vhprp7aVU8pafm+x+ticvpqkfMWVWxn8r6fWRaA/qS0rV1DXOtfpYV6lSl5SRZVeSxe5uOfGwtbZ4L5m1b0wOk/6ge1z7Hz6udUKym14hB4AgCQwsgksKdpIUVvW0he34aMh7W6US9blhO4r7QdKg/K07le8VDfP1aiUtP98oUIq1b+fcjMX0oblqJJv6WJNC67UiwVdtPZVafgjsFdH0nWtJ/We9G1ttVrcxzY1qjm2uE1/QZ7xacJ+QJzLDRbSqamXzquylmWQN7mvYN0Lumilla+cj6a6t7uRAs2pNuwnAk0AwEtFsAksw7B0mk8g8PoR1asqXNT0vF9Rw3Xl2JZMY2LS4hqm0RqWo0bpWReF9Yxs+dqqF3OjIKFoafzGxS3YVl9tTy+SM7VJfyGdRdNW3/q/uqz0A8HUvmYEgKvvq6168UIt5XU6DLS/yZ+dywNMAAA/FoJNYAnGyaHSvZrWu9ZK+AWqkdlfLrsIQvc1HJXzyxNroZZQbbXrloq5lFKFgq6f3ui00ZDrOv3AU2OPdAlLcVfT9QNNqVYoqr7RQaL+CrVruj80Ut030lejtYW11GJI/ZVlYwXLUfYVdn4Z8rt8fxw6xojkuP6Kx6XB6GZbtw/hgbdhJvw4JAAAdgjBJhCbqfNSWq3rdT/7ri3ruqV06Wrswe/+PYDTvvmRYORFV8KkS1ejZwz29zWqp18e5SuyAzsxTEvWsvFnuz/VMZVSoXCt5/1DHSW8EOgo0MwtnEa68gqxphVoG0OmXVFeLV2H7Hgzq9Fuqq+GMPx9BwPtN6XG2AJGg3taZwbjhinLqSi/RLC8eF+B82twepnnKqUDixoNVsI9DTznM6ReYdq3D+oFRjfb1rVa6ZKuxspkq3Ga2fSRAQBgcy7fvfMkkUivIxmW57iOZxkrbjMnGZbjuY7lGRuqk2HZnuO6nuu6nuvYnmnanuvanjm1reFZtuNv57qeYxnD90zbHb4+ngb5mJ7tup5tmZ7tDN5zPDuQR7D9Rtu4nmObG2uL+Mmv1/y6TxzbibZbnFcwH8Mzg8fAtjzTmHVc5+0rqb6zob5qWKM+6gb7z3jfMEzLsx1nYhtjTj7TeUSu+6J9zTi/pj8Xxo/prDLb5nQZTNudaP/xc9R1bM8yjTltONhuc583JBKJRCIlmgg2Sa8qrT3Y7Adl5vbquOlgl/RS0/b7KolEIpFIpB878egTIJa6iut6JkcoU5adUbdq+fcaDqbw1bZ3DyBeik33VQAAgHHcswnstLpu79/o9Kq/EmvjVKpd6DOPQgAAAMCOY2QT2HHtelE5BqiwFaZst6L83G1aukit83Eyu1weAAAwz97lu3fe2d9/b7scAAAAAIBXhGm0AAAAAIDEEWwCAAAAABJHsAkAAAAASBzBJgAAAAAgcQSbAAAAAIDEEWwCAAAAABJHsAkAAAAASBzBJgAAAAAgcQSbAAAAAIDEEWwCAAAAABJHsAkAAAAASBzBJgAAAAAgcQSbAAAAAIDEEWwCAAAAABJHsAkAAAAASBzBJgAAAAAgcQSbAAAAAIDEEWwCAAAAABJHsAkAAAAASBzBJgAAAAAgcQSbAAAAAIDEEWwCAAAAABI3O9gsN+V5XiB11GmWlZ27TSA1y4ENs6o2OxN5VVXOTuwzW1azE9iu0xxtE7avTkfNsUyyqnZmlKdT9cs+I59qMJ959fI8darZaPsaVqupTqDuzWr4vgZNlq12QtoQAAAAAF6Qy3fvPEnTqdz0fE2vLHnZwf87VS87Y5vQfJT1qp3+VuXs8PVsueo1q+XRdtmq1xnklR28Vh5tM7mvbNkbvlKe3m92tNO59Vo6n4jbTL43+H+nmp0oz/Q28/ZJIpFIJBKJRCKRSLucIk+jfbz5XZddSZkz/RZnwC37qz5kJN190vubx0B+53p/fjPYSNX/O5O/2XsNN3u8CWwzVSD9def/8/jjCiOASeUTXnn9+iEjqavL3/16PP75VX4z/qapvR1/FGOZAAAAAF6DGPdsPurfjv+vg5+z0f/sl5+U8f9IM/9qEJCqq+//RM/6n+/dRBohqXxm16ujf4cB9L/ym/FA080Y9hoAAAAAvDxLLRCU+emX6Bv/811dScqcyZm6x7JvEJAGg7IIfvkpk0gjJJXP7HqNNYj82Daj8WbsqtvN6MOvRJsAAAAAXr5YwebsEcBjfRlbJKc5mg76eK7/frrrB5wZHX9x5HWaqq4aU2XL+ngsBaeorpaPdPfXCvmsrKOvX7vKfPhVMUJ5AAAAANhJsYLN2SOAd/q0t6e9YXqvYNj2ePNeB3s5fbocBJ3HOnM6Swac/cDW+aLj7p0ucwc6jzEaGp5PV5efcnq/zVhT0r9/flU380Eff9puOQAAAABgVUtNo+3GubFy6FE35+91sPdJd/1ppGeDlYYGU20j3bPoB7af7uQHrf9X1XKDpIEA+eBA5zdLRazzDesV9It+mnV/6uOf+trN6OAg+aIAAAAAwCbFCDaz+rkfBHXi3Fg55Ua/f50IwR7/1NfQ+xjn5PL+k+6k+KvjbtKwXoEgOvuz/GYMuz/VX4Qpk1nTPaQAAAAAsCGRg81s+TedZSR1LxXrFslyU51mWdlhsFXuPw4keI/ko87/e6mupOMvTZUD2zarsyLJG/1+6Qetx/9bdnRz3R7159eugqO42V8/yG/G3xXWjDeD57AAAAAAwEt2+e5d+EM4y01vXMdrVstedu42Ac1yf7usly03vU4nmFXHa5az0/vMlr1mcMNO0ytnJ/fV9MrDvyl7w1fL/r6qnRnl6VT9sofmMztlBxkO66NhvRbua5BHuemNNu14zWo2pA0H5RnVaXqfJBKJRCKRSCQSifQy0t7lu3fe2d9/CwAAAACApCy1QBAAAAAAAPMQbAIAAAAAEkewCQAAAABIHMEmAAAAACBxBJsAAAAAgMQRbAIAAAAAEkewCQAAAABIHMHmIqYt13XlOpaMsNcHyTZn/+28bbZaNWdUtsn6baYEsl1XO9YseClewTmIiExbrmvrxzl6m/1s3P53wY+M78HX1w5x6zJj+1W+vzbwmbnez40X2B/Wck3yAtshBMHmAuZRXur11Esf6iR4JtWLSqVSSqVSumjN+OMo22ytYrYqealW8MuXyllqr2VHhizHlWNx+bJeP2A7v/RzEBvwWs+LBOu1se+CXav7a+0beDV2+fsrkc+NV3YOck0y03+2XYDdZiizL/UervVcqujNW2nHv4Vjelb3VdUHAF6Duoqp+gb3x3cBtm3TfX6XvNS687mxfi+1b4xjZHMe40SH6Z4ebuu6b0n5o90fxzYsW85wiN6RPfGLkWH1pz1U8pLyqqx5CoTrNlRKS+lSY860AVO2M7vMkmSYlpx52ximbCc4pcOWZS6RT2IHYlF5/F/0ptti4pe+hflEb+f5dffzcZx+/3FsWcO+5GgtzWRYgePuyrHNiT5oyBzrz2HbbOp4JbqzaPUaToMKnB+OrWCxNtOfw6bxhLyW4Dk49jnm2DIzy5U50nmx4DNz0bGc+8v82FS2CMfdsMben546FedzdUHJI34XRGqfCH11cYGS+qxb1M5JfWbGauwFn3X9cs3dV7R62WaE79PJ88uannKZ1HdulLaJ0uej1CvCzpL7TknimC6se5zirPqZGZLP2q4hN3x9GL3yO3RNktx5EeV8X7vLd+88SaSQZFiO5zqWZ0ieTNtzXdszQ7YzbddzbXNuXlG2SaS8ruNZRv81w/Ic1/Ucy5jefk59kk2GZzkzyiDTs13Xcx3bM40ZdRiW1fVs0xirl22O78O1Tf9Y6f+3d+5RbhRXHv6ZZzBvwsOsCBEaEXZIIIYG4jC8IhDCCTMJEAxn6cEHWJGMSYx5hDk8XQHzEBvAnuAIEGE3bgGHwGbPSpDNRETkAA0JWYF5eAfIjBDBbSCYRwBDsAnaP/RsqdVdpS71aGbud06dY0s11ffeuvdWlbq6GkUoapFpzKyfYztydeaTR7P4rKI/ZzuOdubRvdQXpb8v94ummmSQaqNGeYCiorIiq+8LlRU11qB7C1ncxaCInWXozqlX2Rd0rRYfUNQiq/SxZ/5c8gdzu42fyYvBVnmsvXxlHxdCObON3G76TsCfrW0uEO/CsWhtW277OPmqrJzJlet47ew2Z8rKdbzjoJNeIuOpQ3zJGnNd5xkBvWTmXq/6lDve7fOMrJzp/RzSi/mhrD4V8x956wKXccET714UWmzaB0HVEWwcuDsWm9ZBa1owS08UcpKJ6TubQa21XhbtOPWnk31cFR55rJOI2U9423GyM78NS7KY68v3XRcL2BZ+6y4GRezcodLyh4dWg6b3/my/2JQVgzZ5TPpiUzBn2vVdpb7CinrDj0W2NmmZh7thsSlgH1tflZkz29TdUke3OVNWruMZB3n04h9P7eNL1pgrI8+4tI8r//eyT90sNmXlzMmYQ3oxP5TVp2L+49Vi0328e1NoG20rlH6E/UB2tLxXOpdGptDNW2l70eMH8g0b6HPjecDfg97JFs8Gk8y5ceQt9CpMjNnolcRotlDeiqFD10rbeRThdmTBI0+lHhAaqmw/UREJ1fkcdztOtKe7qX4gKHGrSEmemp6tUMA03bSVpLR1Rzay7MyLiF4FNHSbyYbe+LMsG/LIbJPHpCMpZ45NVA+QU/rDQAEI9yvl9gvIpCvte+XPk2WfVr7Kg8wYlGFnWfHFm+ucxkF+vXjGU/v4kjXmysXZPjzI8w05fSoDWTmzO+eQ7ueH/Lp3z5xErn28GU/tocVmC5T+MPwAQrGKU5X2liMUmUHH73cPpj39FgGeHOyDzzeA4eEMMgggGkshZfEAhFM7suCVJ7k8UZuosiGECgksT4q3I8OG3YUCpqcQDWQQr5x25/PB16Hj22TaWa5e9gcwdFOfdlsMekZuHHn40dML9PYAmXgGCPdDUSMIVfvPW3+eHNwdFiInBuXauXt81Xv/kTXmdg8zIQZnJt7EKfmPG2ix2YLeHj9QSGDA1+hUAQS78pTmMUwUgECDcEowABQm0PYPzpNOSa/scF0/VMsgzL9D5ZBMMrDBPgwkCg0/DIi0Iws7eSpV0sgU/Aj3q+gP+1HIpC0OPOZoR5oNvaAkj/0ugfIvjXGGZJ1BlGCgg3K5tTMPsvSa5D5VgrCW2G0M2uQx6cjKmaUdCoEgQySQQTqZRgY96A8GgOxoWa/J8OdusY8IbmOw2+KLJ9d5r5d9fMkac7sNuTbsnl1usnLmVJxDehmn0yyHewwtNi0pbWdsmvgnR5GFv7xFqsZYyUttT97jqeOOHNKZAvzRkdrJoQrDSLTVAsYrchjPA/5wf5tbbHJg8SxCseZTODVWSQwqmMbqvlfQH/Y3JEiedmTBI49ZLn80hqhpy514O63t7KXuPJTkQSgGrU4gRWWoiVNJ/rUT7hRVw0jUb9miuxgUsbNbxPRysqE3fVqWubrdW4G6pLTzQ8yGPDJX4qE5j7WHfVzIypljEwX4o1EE8uPIIYd0JoBo1F+3vUtWv/PoJQsvxxRZuU7Ezl7kTJ5cx4PcvOGPjtROjm2KL1ljbrch14bu+1RQ+pbjl6ycORlzSC/mh/ztdM+cRJ59nePdI+iAoFYP/FqfGqZqhsWDx0qRaXrRMIyiYdgcOOBYx31RmFY+acooGoZe1GxP2vPoAWGFFTXdqOreeACO/cEjZb1Ucxu6xmqnHrb43urhcKd2pPUDpzz1Ols9KC7UTks78+jefEBQxUetfV6+X+j1JxsCRShqs+52h5m4iEGx/nKrN6deHDHqlT+b+krXikxpjlOZMWjKY7pWVJmLfOUUF7w50+EapoMZrA7M4eh3VauT01QsdHfQS2y8a21bLvtIGE+k5TqRvOEqZ8rKdZzjoKNeAuNpY3xZ2EfWmOtUnH2eXy9pudejPhWKd4cxTlbO9HwO6cH8UE6fivqPuzmJzLjgifeOF1psUqEyyaVjr6ygQoUKFSpU7EtnTrGmQoVKN5bJiHfaRksQk4y6JAp/w8FABEEQBCGfhi2wioolk/64DUEQnaE74n2LyTYDQcxYVK18aloBiQFGAz1BEATRYZJIj2oYGTEQ8wNAAdnEMBYzGoEIYvrRHfE+a8XcucXzV6+ebGsQBEEQBEEQBEEQ0wjaRksQBEEQBEEQBEFIhxabBEEQBEEQBEEQhHRosUkQBEEQBEEQBEFIhxabBEEQBEEQBEEQhHRosUlMTVQNhqFBldsoNMOAJrfRLruuvGupmg7DMEpFZ1DcN9kFTJYPTFc5p7peovK0qK9qtVgxDBgiCk6rXEc0MxX7YirK3EqVTsRXOzJMp3HUK6aRH05zO9BikyDaQgHTDehshg4NqoZYCEgM+ODz+eDr6/ZXt8zw/pKCLBvOwL5IDpbixOfDcHayhZkJkK8SUwc1EgIKBRT8YfR31NUoLojJgd6zSRCTThKDvuQUvFYe4929wmwDL/uCmH6Q/xAEIYKCYAAoZOLIR2Po6QW6/Jdbouvo/nGH7mxaUr4lzVRoemXrkw7N6lec6haMurq6BrWuqsI06IZDOwqru5YBXVObtlMoKoNuJ4+iQtPrtzZqYGobdaShQDXp3qhX5da/s51NNtQ1qME2JeLpi6CdPCWZDSOFqB/wR1MttsY56V7q8/rvm7dA8NuHQ3Ep11JY2XdiIQAhxFpso+Wys23slOTR9XI7ugZWbVNHrTk+H3PsL0f78Oglsb94/Adw8FURmWHzGa/POyHSDodeTvmQ29TOuddRHk7/4RPHTa5zuOPQtGXQrf+Ae0yR0l+O15KVn/l9VZofOvYFz5gicXyXERednAOw5u2vPH0hay4hDaUfYX8BmXQSo1kgFGkjeUznuJimfigFnnHH0zm/DSvmzi0CoGIqalEzjKJh6EWmlD9TWFE3jKLOFHNdVSsahl7UNa2oVuuqRVaupzDduR1VKxqGUdTU2meKyopMRes65Xa0ah2lyHSjaGhqUUGdHBorqhCpI7GorKixhmuVr2+ys16zXZO9bGxoGJqQ3M59IdDvZVs2f86re7O/aar15072ace3XV9L1Vran8vnHWOnJI9e9++S7RSzHbnt7NBfjvYR8B8Z/cUbOw525pXZrG8rG/Da0KnYtcNpQ8d8yGtnp9wr2qet/adSVK1VHpCT6+zar33nLvfW+o5zTJHSXyLjl6z87NSODL14fd5JZonju6y4kDQHqIwVtnHB0Rey5hIyi8L0oqGzko1sxtWZFxfT1w/lF/sx27M5v12hxWbrjmsMJFNSaHKs1knAvh3FZhHS7DCt27GWmUcvT4spmVrI02IRbWlDoaTM0xcC/d7OxLvlQGK/ALS3j6ykJHitlrrw2JkndurlNPu/3WS6tWxuF5tt+o/MgcYpdlrkFh6Zu22xyZMT7PMhvxz2uVe0T90sNiXlOlWr2UFhRb06Oapv32XuFRp3ZPWXyPglKz/btdNBvXjzBkdOaDc+5caFgMxtzQF4+kLWXEJmaZDbxY8V0y8upqsfdqIIzOsmqdA2WhvyDQ+k5cbzgL8HvU01C5gYs2qhFz1+p3ZKdbKjdvutS3UKDRcxt5PEaLZQ3tagQ9dKt8rNN8t56shEAdN0023+0vZLGzvnxpHntaEQPH1hIQ/s+t297jzY20cu7q/Fb+cSrWKnGZP/B4Jlv5VnZ1l6yemvNmIH1rlFjj97C09OsM+HPPDkXh55ZCEp141NVA8aUfrDQAEI9yvl9gvIpGvtt517hcYdWf0lc/ySkTdk6cXTFzwyy7KPzLjwag7A0xey5hISUfoR9tfZOpdGpiC6lXa6xsV09UMv8XrO3xpabErBm4NSTPvjLYIlOdgHn28Aw8MZZBBANJZCqmETN08dOShgegrRQAbxyomlPh98M+IoxpmsuyhuYme62nm66iUXp3w4Y8mNIw8/enqB3h4gE88A4X4oagShDoxVvGOKjP6SM37JjS9v/JBPZu/Gd3kyy2Sq5QSlPww/gFCsInPpWUiEIkKvYpm5ceG9XlNL9+7JCbTYtCEQbDgcJRgAChPgvBEDYAwTBad2SnXsf8kq1ckO1wVKtQzC/LtPDskkAxvsw0Ci0CJp8dRxS/lXqThDsm5yowQDgu3Y2FBWOw196r7fZek+FeG3s3u8tHN36sWTW4RlVoLobk8VyYfO7bR1IEcH9XKf60oHjQSCDJFABulkGhn0oD8YALKjwvbh8x+7MUVWf/Fciwe5Y5M8vWTJ7NY+suLCyzkAT1/Iii959Pb4gUICA77GRVAAQeHbT9MtLqarH04GXsz57aHFpg3+6Ejt1EuFYSTqRyGTFjiVOod0puDQTg4sngVCMWh1J0QpKgNTa+2weBahWMMptyqDVq2kgmms7nsF/WF/w6SAp04d5RcNt/cupUqiqJ1SqqgaRqJ+wXZKulvZULQd574oYVUnG298j2QO43nAH+632JIgS/epCL+d3SNiZ7v+mrp62fsqj8zlaw2x6rZkdUnp13b5NpTXF875kL8d+9wrn7FS56L5QEBZua50DX80ikB+HDnkkM4EEI36m7Z3OdnH2X94xhRZ/SUyfsnKz3btyNKLBx6ZBcf3lsiKiw7MASryNMUFT1+IxVfl5PXOvUtSRSSE5vEjOYos/OWt73ztTM+4mK5+6CWycoJ7aLFpQzYRR89I+TZ4Kox8YgB9TGxamWN9GEjkEU7ZtJMchG8gAQzVbr2PRMaRrv8ZJDmIgeEJREaMujrAaLVSEulR1H2fQjifwEBf/SKJp44scmCLh5ENRJGqyjuBxe1sXUgOmm040oN4Qrwdrr6Adb8PWvwklVyeQBY1/WpHf/PprmqVfoghhPqtNJr0X528vBavnSVcScjHWvcXn326US8nX3WWOQe2uM4u+hIEl8fRKrrsbCiC63Yc8yF/O465lwOR+MqxxUhkA4iV+8Q0mZWV69IZFADky887VZ4rygvuoXX2H84xRUp/iY1fbvOzczuy9OLqCQ6ZJY7vUuKiA3OAWKoWF43t8PSFpPiSghpBCOZnqMtCYjQr8mPcNI6L6eqHknAed7yc8ztAp9GKnOw0s4qqGR0+QYsKFSpUqFChQkWsdP6ETypUyA9lFbqzSbSgtMWjefsoQRAEQRCEVzRsB1RULOnIIwwEYQf5YbtsMdkCEN1KEoO+yXucmSAIgiAIorQdUMPIiIGYHwAKyCaGsVj6IwwEYQf5YbvMWjF3bvH81asnWw6CIAiCIAiCIAhiGkHbaAmCIAiCIAiCIAjp0GKTIAiCIAiCIAiCkA4tNgmCIAiCIAiCIAjp0GKTIAiCIAiCIAiCkA4tNqccKjTDAPc70FXN8sXikyd+l8kjroCY/buCbpNZVJ4W9VWt+tLkppdKOzY51f2Qwz5ThUnri26zG8UFIYhwf3Wbz3eCLtDRTQxOebrA/q7kobzaCWixSUwjFDDdgM4U901NOWag7slB+Hw++Hw+DGe9uugMtPOU1n0qyuySSYmLqcgM9A3CG6Z9DM7A2Jn2fdpZ6D2bUw56/yUx0yCft4fsMzOhfieIZiguCDeQ/3QCurNph8Kg6bXb5rqmQmmqokGv3lrXoZl+6ancjlfr2mmsA0BRoel67fa8roGpSpMset0t/FZ38E3y6BrUoEUdlUG3kweou+1fJ7uuoV4snnZ45HFPyc6GkULUD/ijqZZbHez7S4CgQ5/y2hmAwkp9396vhPy6A/JkdoQjdhzl4fR5PnHc+qGAj7mOr9K1dL0ss66BVeXXUW3O0T6c+QcKVFNcNPaXXN15+4LiotvjwuHuhmnrmJOPgW8c5BLLqR1Z40U5vphdf/HUqYjt4XhqO36V+rU5Ttq5m8XR71L6FO3PkVi9n8rKmYLqucp1Fnq5mNfZQ3lVuC+mS151y4q5c4sAqDQWVSsahlHUVKX6maKyIlNrdRSmFw1DLzKl/JnCirphFHVW+Ru1qBlG0dC1oqq0+BsoRaYbRUNTi0rl2opaZBorqpayldrU1ObvWsljGFqtrUa9ynWa2lO1omHoRV2ryQ5FLbKKbhztcMkjtZRsWbM/n31a1YeN/R3b4bVzVS5ROUR05/FDMZndxQ6nPBw+XymqVoohkX5vzw/tfUxOfJX01ev+XdKtliv47MPb76yosYb8Y3kd97qL9AXFRffHhV37pu8cfUx0HLTvb7523I4XPGOBvPFCTh4Tkaeh3XLOsvbFVj7Pm1tk9alDXDTq0GRD2TnTPkZk5TruuY3TvI7yKuXVThVabNonN9FgU5heNHRW7tj6SaPZ8bSGQOBPMq0CwUaeqpNb62WWuTGA+e1jbodHns70m7UtefqL3/727QjY2RPdefxQlsw8scMjD4/P8yRn2X7o7GPu46teX3Ob1nraLzb57dwoX6N93OrebTmB4sJ1X6hazQ4KK+rVSZbDDxNNPiY6Dorl586MFzxjgazxQlbs8Mhj7Vs8iyZun5Egs1P99uZIsnOmRLsJ+rH4uEN5lfJq5wpto7WkFz1+IDuadKyTH8+ZPs2N5wF/D3rrPjPVyY0jb/qLJEazhfJ2BB26VrrFLX6T20aehjqFiTFHmUsU0FBVoB0eebyEv794sG9H1M7eYO+HsmTmiR0eeWThpR/Kiq9mTG0GgkL5wdnOCpimm7biGLFQB3TvtpzAYx+KC1vGJlDwh9GvAEp/GCgA4X6l3H4BmXSlfScfkzUOejCe2o3vbdXxPnacZU5iNAuEhljZdioiIT7/NSMjt3g5R7KwT8dypixE5zb8444bKK826CVC1+VV99BiswtIDvbB5xvA8HAGGQQQjaWQ6uC50aZ99rZJMo+GmGmznZnJVLTPVJS525AVX96ggOkpRAMZxAd81dP2fG0etzdd/We66uWa3Djy8KOnF+jtATLxDBDuh6JGEKr6N5+PyRoHvR5PZdFtPpZcnqhNeNkQQoUElgutNeXllu7qU7k503u6Ydwp0W0+3zV0YV51Cy02LRnDRAEIRVTHOoGg+TcCJRgAChMQ/+Eoh2SSgQ32YSBRAEIRwXfy2MjTUCc7XOeY1TII/nGEpx0eebxEbn/ZtyPLzt7bR5Zv2MeO93p544dTsd/LvwzHGZJ1ExBx+0zFnCBLL/52pl9clO6ABYIMkUAG6WQaGfSgPxgAsqNl+4j4mNtxUFY7/OOF+zrexw7XOJhLI1PwI9yvoj/sRyGThtgaRVZuqQrkwRxpMvRyi+y5qHcyU15tRbfm1fahxaYlObB4FgjFoNWd2qSoDEyt1UlnCvBHR0ynQ45ERZOyCqaxutPAFPSH/W0kiZLMVvI01gnFmk+V1ZiI6/G0wyOPbHIYzwP+cL/FNgFZ/VXCqp1snJXbEbOzjJPo7HXn+3uZvmEfO/IZK404FqfqyfZDex+TY0MvqQzWrKqPomot7ONWd8G+KL9Em+KifbyIi7GJAvzRKAL5ceSQQzoTQDTqr9six+NjssZBkXbkjBfu63g/ntqPXzUblK4ZQ9S0dY8Xkdwiq0/tqLNhpbG2bCimV+sYrFfRTa6TO7fhvSbl1ZmUV91Di81WJAfhG0gAQ7Xb/CORcaTrfnLJsT4MJPIIp8pbAFJh5BMD6GMi4Z1EehSIjFS2EqQQzicw0GdO/KpW+T6GEIBQrPJ/rfYLRXLQLM9ID+KJhq0dyUEMDE/UXc/ASAQYTQved+Fph0ce2d22PIEsokhZHMctp79KZBNx9IyY2xmsN6EsO0vSna8Beb7hFDs8cPl8mRxbjEQ2gFi5b02DtmQ/tLWzh/0uYp/W5MAWDyMbqOkzEpnA4hZbwlzr3mU5ga8Bigs7cukMCgDy5eemKs8n1Z5b4vExvnGQw8hC7cgYL6zGAuE6HseO4/hVveYosgCQjUN8mBTLLW77VGiOFEvVbCgsj5hetjEoCZlzG+5eobw6g/KqBOg0WipUqFCh0m1F1YwOnt5MhYrb4nxqJV+dLi7tvo5iCpXOnhLPVyjXUZnuhe5sEgRBEF1G+fTL+CT8AksQBABAXRKFX/hgoG6mYVuhomJJR7eb8slEuY6Y7mwx2QIQBEEQhJkkBn3TZoZLEFMLVSufDFpAYmA6LYKSSI9qGBkxEPMDQAHZxDAWd3C7KY9MlOuI6c6sFXPnFs9fvXqy5SAIgiAIgiAIgiCmEbSNliAIgiAIgiAIgpAOLTYJgiAIgiAIgiAI6dBikyAIgiAIgiAIgpAOLTYJgiAIgiAIgiAI6dBikyidPCf0IngVmmFA9B2+U4su0FHVqi8pbuulyR1AYbpZJqNzL6rmMNDk99E0Q9Xq+ldnmIxe7V6muL8J5/lO2KRFfTe5riN6TR7dFYNT3Oc7ThfYhyd2unAuIUn5ybc/wQUtNgmiW0kOwufzwefzYTg72cKUyLG+kkzDWZSOxS/J19exo+MVMH2yFrMzDFVDLIRqn/r6JvOVBzO532eg7l2Y6yaFropBwj0exDJP7Ezp+JqB+XAa6k7v2SQIS+jdV8RMJI9xmt22gHKCe8iGznRTDFJ/2UP2IQge6M6mHdXtOSo0vbKtRYNa9yODojLole8MHVrjLxCKCk2v3xajgdU3YLkNoPGz0v91XYNeaYOV/23oYCLyAFCqf1vWJ9imfYJ1dmm6VukXmebtGu38UqNArZfZMKBrqvj2Ise+AKAw03Vabc9osiGr38pV6T87+0jUq6vg1Z2vHcNIIeoH/NGUzRYg52vxxAUXCqu7llV/cfQpjx9KlNnkqxbtVLdGx0IAQoi1vYVPhj/z9zuXfWxzOGdedcwJsuJdru7S8ryjz5dltx0H+fIqnziS9LKl3KdMUm5xmEvwxqBTLDtfy2ufdxoruXvdZW5xmHeYtmLz5HA++/CNX53WXfBqLX1MwIacY5w9XTgHcNSLc97LuS5wPxbwrx06zoq5c4sAqFgVVSsahl7UNa2oKuXPFLXImFL3vVHU1PL/FVbUDaOoqZU2lCLTjaKhqUUFdX+vsaJavY5a1Ex/Y/VZ6f86U6r/NjTV1D6fPCgqTC8ahl5kVX1KdQxDq5PJqZRlsGhHr9imKk9Du2WbVv+Oqx9YUWMNNqzXm6vw9IVdH9jo0GTDsn30mt802V1QL1UT1deb2GjuR07dBfvN5Fei1+KIC36d69oBiorKiqy+Hcc+5fRDSTK3indLe1rFq5B9ZMQpT78L2Mc2h3PmVcecIDve3esuJ8/z+LxovNvkVY5cJ00vxyIyxrn1Q74Y5I7lrvJ5p7HSu9xi51em74Su5eTPDrEsWXeeeUI78VWRn8+GonMtN2OBl3MAkbHbbt4rYh+3Y4FovHew0GLTLsgrHWnveE3BqrOyE9V3dKvr8C82S/83X9cqwFvLY+24peAUX2xatlO9lrVu0hZNwhNjnr5w6hdeG1pcize5tdBrqi0229LdsjgPNPbX4okLfjna6gNTn/L4oVyZneO03ZjqRJzy9LuAfWxzOE9e5ckJsuPdre6y8jyPz4vq7maxKUsvnsIzxsnyQ554EYjlrvH5DveXaG5RtZqtFFbUGyb/tjm55bU8WGwKyONuscnhY1w2FJ1ruRkLvJwD8OrlNO8VsY/bsUA03jtXaButIwVMjFl93oseP1Bo+DI3ngf8PegFACQxmi2Ub4Hr0LXSrXIZd65N1w0EoXDJU6qTb3ggJDeeb0sGy3aq16roD4SGKluBVERCQHZU9BkHBUzTTdtIStuNRJDVF/w2NNXJjaO5hgy9uhNn3b26Fk9c8FBqx9l3nfqUxw/lyuwcp7Lwyp9F7dMqhzfTnFf58SbevczzvD7vVbzLHb94sI+dzvmhkO5d6/My+0tC7IxNoOAPo18BlP4wUADC/UpZzgIy6Zy8a0nF27xq62NcNuzcvLcV3swBePVymvfKnYuK6tUY715Bi01H7B/WN+2ltkgCycE++HwDGB7OIIMAorEUUh08p9lJHq9JLk/UkhMbQqiQwHKhtaYCpqcQDWQQr5zQVz0NVVAWj/vCK70IZ7yJC74+5fXDbotlGbrLhN8+3XDgilz7TC3fmN50px92g8/LQlLs5MaRhx89vUBvD5CJZ4BwPxQ1glDVXt02LneZPFw27La5VgkZOZNXL6d5r0z7TJWxgE6jbZsxTBQAxH0YdFw85ZBM5oAkQ5rpSEUjUJFEyz9TgggAgr8O88hTqhMOKkDdgepKUPxqABCwaqeQgel3llwamUIU4X4VCPtRyKQFj3Iv/7o+zJCs+8N2ZRbui47ZULZehDUicercTjSiAslWDYn0qZ0fypU5zBOnrvHSn2XZx0tk2cfLPM/j814id/ziwX6M89IPvYxlD2SelLEyidFsDENBhkggg+XJNDC0BP3BAJCNl3Nvt43L3udVex/jsWEFt3MtuXrJi1MOvbjmvXLmolNlHKQ7m22TA4tnEYo1n06rscovFCqYxuq+V9Af9gOFibrBoeQwtVvuCtQlYfg7Ik+pjj86Yjp1biQqfjUAlu1k443vBatcM4aoaasKL2X7RGqn8imq1obMPH3Bb2d/dKR2elhbNhTTa6xUGXYHulVONJwO72SqkcN4HvCH+9vchsMTF/ztIBSDVteQojLUmuHpUx4/lCdzOlOwjFPxH32ckBWnNdlb97ss+3iJiH3c6i4rz/P4fAcs1TLXCepVfpG9m3xoHzte+qGXsSxP5skYK21bmijAH40ikB9HDjmkMwFEo/66rYVe5jH5uvPME+zii8fHnG0oa64ly4ay4lREL7t5r1g702UcpMWmG5KDGBieQGSkdgt7JAKMpmt7s9OjqPs+hXA+gQHTi5pzYIsTyCKKlGHA0JcguDyOtjZJOMpTrpPII5wq1xnpQTzR3paMbCKOnsq1UmHkEwPWv7AkR0v6ZONgwqNiDmzxMLKBsn0MAyORCSwW3kbC0xeAqlW+jyEEIBSr/L/uqPaKDWOpmg2F5RHTK8cWI5ENIFbut8laUJqP6Pcj6oE8yeV18dHO0fE8ccHZjm8gAQyl6toZR60Znj7l80NZMudYnzney3HaJx6ITleSFKd1JrDrd1l9ygFXTpBsH9e6y8rzjj4v34a2uU7i+MWD1Rhnih0P/dC7WJbl85iUsdK2pXQGBQD58vNzledHa8/88V1LxD7uxi/58wS7Ojw+5mxDzjFOgO6YAwjq1XLeK9ZOt4yDrqHTaKl0vLg6jXRqFPGTzahQoUKFSqeKqhkucrLzqblU2is0VlKZEWUGzHtFCt3ZJDqOuiQKv/DBQN1MwzYIRcWSrt7ORBAEMZMonwAZb/9uCiEDGiuJmcn0m/e6hO5sUulYKb/vq/ULvqduUVStqOtGVT/TS5epUKFChcoULnRnU1ahsZLKjCrTeN7rpsxaMXdu8fzVq0EQBEEQBEEQBEEQsqBttARBEARBEARBEIR0aLFJEARBEARBEARBSIcWmwRBEARBEARBEIR0aLFJEARBEARBEARBSIcWm9MFVau+1LWtl95OaVRohoEZpTLR5XSxT6qa+MvZPdPdS7t1Wx+JytOivpuxoEt8Q9X0mvw6g8LXeJczk32bcGJK+3zH84Yr4aZpLEwtvWixaYsCphvQ2RQI++QgfD4ffD4fhrOTLUwnmEJ9QRBSmK4+76Ve09WGNkz1sUDVEAsBiYGSDr6+mfKuzBnoq0JMY/vMWJ+XxXT1jemj1xaTLQBBEMT0I4lB30x9m/NM1t1LpqKdeWXOY3zazba97K+p6Bszneno8wRRgu5sWlK6PW0YKUT9gD+aarklSWEa9OqWJR1au79AVLchqND0ylYKDWpdc4rKoOvur+XcjgLVpJcBXVPN2zoUFZpev+1DA1OVNq4lry9Qb7sW15JlQyn9xWtDWx+z2kpht73OXmYorM6GFv0uUS9nJPmhFDtz2kdhJnmtt7g46SWQfzj82aSXrkENivWB7S+r9dunHHWXG8v2dGne4IgvR3m4fIxXHD7fUFgpftr+hZ1D5so1jFgIQAixtrcUcuQNh7/n9nmuHCUzLtzbWV5+dqIyDnHEF8cYJ8U+vDIzSTnBYczl9Xmuscn2WiW9dL3cjq6BVdvUwQTnme7GFPn95U2e5/fnqaWXR6yYO7cIgIplUYpMN4o6Uyy/V5heNAy9yJTyZwor6kbr+rZF1YqGoRd1TSuq1fbUIqu0pWpFwzCKmqqYrqWpzW2pmlE0NNXmOg7tqKyoMbWooE4Ovb5Npfp/Ux2NFVXRa0npC7WoGUbR0Gu2a+ob2fK47i8+Gzr7WEl3sw5Wn7UhM1BUVFZkqogNOX2Dy8Yy/FCWnTnt49QHXHrx5R8ef26ll2Fo3P1hl0+sv7PRXVYsT8W84eg/oro72dm+70R8o1S3zbFNUOaSnfj9s/34kuDzQtdyExey7CwxP3PK4OTP/PMomfZxkFl0LGiVE5zGXA6f57aP7bVKeul1/y75qGL2V4/GFPnFizwve2zqFr08KrTYbLejrb9TmF40dFZL5Lyl6hCt5WgcwFpdq/VAKdZO62RYn7jsbdfWtdoMOtN3Noug7ugvfhva+5joYlNM5s7o5aII+6EsO/PYh6MPuPTizz/2fWGjl8jEQNVqbSqsqFcHs1byuV9s2sfyVMwbPP4jqrubxaYk3xAuHiw2ZbQp7PM81+qGxWaH83Ob8cU3j/JusdnOWGAps+2Yy+MzAvaxvVa9P5jlr+UID8cU6cWLPC97bOoWvbwptI22bXrR4wfyDZvsc+N5wN+D3rbaLGBirPW1Cg1fil+Ltx0FTNNN23FK2zwqJDGaLZRv7evQtdI2HKWta8nD1Be5ceQ7Lo+b/uK3oZc+lh21e85Hll68yPBDWXbmsY8svXjg6QsbvUQYm0DBH0a/Aij9YaAAhPuVcvsFZNLyHzSyj2UvryU39/L4jze6S/KNrkRCfHH7vIxY9hKZ+ZkPnviSO8ZJlhnWeZU/J7Qac3kQtQ//tUzyB4JQvBxTJgFZed7LsclLvToNHRDUVdg/IO6PpmBEGz8VP27Qvh0FTE8higSGBxiSFXlUDUasVjs52IckFKhqP4KRMKKxFKKRYfgGkwLX8h658rjrL14bysX9IQTe6CXPDyfHzu70ktUXUsiNI48oenqB3h4gE88gPNQPZbwHIeQxOgMOtei2PEa0QlJ8cfm83Fj2iu7Kh1MX/pzg5cE/nR/fpzPTVfdu0IsWm20zhokCEA4qQN0h1UowABQyaPuHLJtrIe6Du/GAp53yL/DDdYNnRa+m33BySCZzQJIhzXSkohGoSCIpVeZus6HsaznbUNjHlCCseotH5mhEBZJJ2zru9eJBlh/KsjOPfWTr5dxf9n1ho5fQtZIYzcYwFGSIBDJYnkwDQ0vQHwwA2bhAn05F5OZe9/4jVy/3vtFtyIovHp+Xda3JwG1+loWX8yh+AhxjgZdzie6ZZ07XvNFt89Xppxdto7Ulh/E84A/3W2wzySGdKcAfHamd5KUwjET9KGTSkt+RlAOLZxGKNZ92qrHm09jGJgpAKILmA+Z42ik5ZyhSOw1NUTWMRP117ahgGqtrQ0F/2A8UJuqSn5jM7vpCvg3dwXMtPhs6+1i5v4Yq/aVAXRKGH6KUZEYoBq1OaEVlqJlHll48yPJDWXbmsY8svWpy2eUf574o1bHSS5SxiQL80SgC+XHkkEM6E0A06m/ansOH21j28lqy8oYs/xHDaSzg9g1Vc3carWeIxJez7ex9Xt61SngRF7LysyxE5lHe5Q2escCruUR3zTO7NW90S54nvVpBi00HkssTyCKKlMWxwznWh4FEHuFU+btUGPnEAPpYB/ZMJAcxMDyByEjt2ZCRCDCabv65IscWI5ENIFaWyxToju3kwBYPIxuo6TwSmcBi09vBk0iPoq6NFML5BAYaX0QsILPbvpBtw873F58NnX0sB7a4zi76EgSXx9vbIJEchG8gAQyl6mQeh8k8kvRyRpYfyrIzn31UrXKdGEIAQrHK/yuvSuDRq+6Sdj7P48/JQbNeIz2IJ8S9I5fOoAAgX37msPKMTv3zIs66c+olma7JGzzxxYGInR3HAgm+IVtmd4jFl21Ljj7Pdy0v48L5WrLys8QeE5hHeZU3sok4ekbsxwKv5hJdN8/0MG8Iid4teZ70soZOo6VChQoVKlSotCqqZnh+eiEVKt4XwVPEqdgWyhtUKoXubBIEQRAE0QIVkRCQjU/e3S+CIKYalDeIGnRAEEEQBEEQLUhi0DetTs0giBnJrFmzcNxxx2H+/PnYe++9sXHjRqxZswZ33303CoWCqe4uu+yC0047DYceeih22mknvP/++3j66adx99134+23367W++53v4uFCxdW///ZZ5/h/fffx9jYGK477jiMNTwMrKoqTjvtNDz11FO45pprmmRctmwZXn31VSQSCS6dent7MX/+fOy///7Ydddd8dFHH2F8fByZTAaPP/44isUit32WLVuGDz/8EDfccMNkd1WVWbNmCenghv/4j//Aww8/jGQHDrGjxSZBEARBEAQxw5neP6wsWrQIJ5xwAlavXo1Vq1Zh9uzZiEQiuPHGG3HJJZdUF5w77rgjbr75Zmy99dZIp9NYu3Yt5syZg29+85s45JBDcPHFF+Ovf/2rqe1EIoG///3vAICddtoJ3/jGN3DDDTdgxYoVyGbNz3Ru2rQJhx12GL7yla/ghRdeaEuXLbbYAt///vfxjW98A6Ojo7jlllvw3nvv4fOf/zwOOeQQ/PCHP0QkEsG1116Ljz/+eLJNL0wwGMQVV1yB1atXY/ny5ZMtjmtosUkQBEEQBEEQ05S+vj6ccMIJ+PWvf414PF79/H/+53/w05/+FIsWLcIll1wCAAiHw9hll12waNEirF27tlp3dHQUN998M6LRKK699lpT+7///e/x/vvvV///q1/9CldccQXOO+88vPzyy6Z28vk8Pv30U5x99tm46KKLhO/czZo1Cz/60Y+w77774qKLLjLdlTUMA8899xzS6TSuvPJKXHrppVi6dKlndwdlcfLJJ+OPf/wjHnzwwckWRQq02CQIgiAIgiCIacrJJ5+Mjz/+GKtWrTJ9/re//Q2//OUv8b3vfQ8+nw+GYVS3o9YvECt1b7nlFq6F26effooVK1bgzjvvxKmnnopbbrnF9P1dd92Fn/zkJzjyyCPx6KOPCukyf/58zJ07FxdccAHWrVsHv9+PoaEh9PT04A9/+AMmJiZw4IEHYunSpbj11lsxb948FAoF3HHHHZbtXXjhhfjzn/9c/b/f78eiRYsQCATw+uuv4/bbb2+6A3vggQfi29/+Nnp6erDDDjvgjTfewIMPPohf//rX1TrXXXcdXnnlFTz22GM455xzsM8+++C1115DPB7Hyy+/XK23zTbb4IwzzsARRxyB7bffHq+++ip22mknRKNR/OMf/6jWO/roo3Haaadhzpw5ePPNN3H//fc33TXeb7/9MDg4iH/+53/Gxo0b8ac//Ql33nknPvjgA1O9vr4+nHHGGdhjjz2Qz+fxs5/9zNI2wWAQCxcuRG9vLzZu3IhnnnkGP//5z/HOO+9U61x11VVYu3YtnnjiCSxZsgQfffQRLrzwQlM7dEAQQRAEQRAEQUxDtt12W+y7775YvXo1NmzY0PT9I488gksuuQRvvfUWAOAvf/kLtt12W3znO9/BrFmzTHVfeOEFrFmzhuu67777Lp566il87Wtfa2rn5ZdfxuOPP44zzzwTW265Jbcus2bNwoIFC3DPPfdg3bp12HPPPXH99dcjn89j6dKl2LRpExYsWIBcLod3330XmUwGX//61/HWW2/h/PPPr5YLL7wQ7777Ll5++WWMj49X2589ezYuvvhiPPLII7j++uuxYcMGXH755dhmm22qdQ4++GBcc801eOedd3DzzTfj0ksvxf/+7/9iaGgIhx56qEne3XbbDRdddBGeeOIJ3Hrrrfjss8+wdOlSbLfddtU6l19+OY499ljce++9uOqqq1AoFLDzzjvD5/NV6xxzzDG4+OKL8cILL+Df/u3f8Oyzz+KCCy7A4YcfXq2z33774frrr8fHH3+MG264AT//+c9xwAEHYNmyZdhii9q9xcMOOwzDw8N4/vnncdVVVyGTyeCSSy4x6QiUFpo33HADPvzwQ1x55ZX4yU9+gjlz5uC6667DVlttZaq79dZb47LLLsPrr7+O3/72t039Rnc2CYIgCIIgCGIaMmfOHMyaNQuvvvqq5fcbNmzAWN1JPplMBuFwGOeccw7mz5+PZ555Bv/3f/+HZ599Fn/729+Erj0+Po4jjjgCu+66a3UxW+EXv/gF4vE4TjzxRPzXf/0XV3vBYBA777wzHn74YQDA2WefjRdffBG33347AODvf/87jjvuOPzpT38CALz66qsIBoP49NNPkc/nq+2cfvrp2GGHHcAYM92pnTt3LhhjePrppwEAb731FlauXIkDDjgATz31FADgy1/+Mp588kmsXLmy+ncvvfQSvvzlL2PevHnVawPAvHnzcPnll+P5558HADz77LNYtWoV5s6di8cffxx77LEHvvrVr2LFihVVndasWYMvfelLGBgYwK233ootttgCZ511Fh577LHqHcgnn3wSn/vc53DSSSfhiSeeAAB873vfg2EYuP766/HZZ58BACYmJrBixQoce+yxGB0dBQCcddZZeO6556rbqdesWYP169fjxz/+scnWQ0NDePXVV3HjjTdWbZTP53H77bcjEokgnU5X6/b19eE3v/lNy8OF6M7mlEOFZhjo4DvQOyy+1oEXeYvapEV9Vau+9Fb45bkd0Wuy6DYf6zZ57FGYDkNnUFB6ybrOlEmSRFJcTEndux0VmqGjq82jMOiGUe3P2sd682eqVqprGDB0zaSXqhnmvNpYNLV2LatiupYCVdPr6urQVAViZpSUT9yMF676ZLqMM4RXVO4cfvTRR1z1N23ahOHhYdx2221Yv349jj/+ePzoRz/CqlWrcPnll+Pzn/8897Urh/M03jUDgDfffBMPPfQQFixYgO23356rvT333BN//etfsWHDBmy55ZY45JBDkMlkqt/vvvvuWLt2Ld58800ApVN1169fb2rD5/NhwYIF+O///m/TAhQA1q9fX11oAsBrr72Gf/zjH9h9992rn2maZnli7WuvvYZdd93V9JlhGNWFJlC62/vJJ59gl112AQBsvvnmANC0zXXDhg1VOweDQeyyyy545JFHTHUefPBBPPbYYwCAXXfdFfvuuy8effTR6kITAAqFAl555RUceeSRVd332muv6t9VeOaZZ/DJJ5+Y7PylL30J2WzWtBh/7733MDExgcMOO8z091tttRV++ctftuw3WmzaooDpM3XCNAN1Tw7C5/PB5/NhOOu+OYIgOomsHOV9rlO1GELZONhUeAGdP4oldqsbVUMqFkBmoJQ7B+JANFVbSCcHfdW86htIoIACEgN1nw3WfgnPDtd9Xil9tff0qVoKsUAG8crfD2QQiKXs5esUkzFe5Bji2RBiU+WXN6IreO+99wAAn/vc57j/ZuPGjXjooYdw+eWX4/TTT8eVV16JRx55BPPmzWvalmlHZVHVaqF73333oVgsYsGCBVztFYtFbL311gBKC9gtttgCH374YfX7I488Es888wwAYLPNNsOxxx6LP/7xj6Y2zjvvPLz77ru49957m9o3DKPpeps2bWra6nvQQQdheHgY8Xgc9957Lx544AEcc8wxTfUan3sFSs+zVuqtW7cOf/7zn7FgwQLsvffe2HbbbRGJRLDffvtVF71z5swBALzxxhumdsbHx5FKpUx1Xn/99abrvfHGG/inf/onAMAee+xh2VaxWDTZsbKF9+yzz8b9999vKvvvvz92220309/n83ls3LixZb/RNtopx/Q+mtsbyIb2dJt9uk2e6QrZ2RvKLzsfnhq2LhQKCEVUwHJ7lAI2FEIhMVBdOOeSy5EYSiHcr4DlZK6mK3ZjSFaazTH0DQCsd7Kt5B3J0SxisQhUJDE1PIiYbN5++21s2rQJX/ziFy2/nz17NubOnYvVq1dbLgo3btyI1atXY/Xq1Vi/fj1OO+00HHDAAdVFnR1+vx8bNmwwvZuzng8//BD33XcfFi5ciIceesixvddee636PKNhGHj99dcRiUSwZs0aHHbYYejr68MDDzyArbfeGtFoFO+99x7+8Ic/VP8+HA7jgAMOwNVXX119VUs9Vs+0NnL88cfjhz/8IZ555hnce++9ePPNN7FhwwaoqooddtjBVHfTpk2WbdQ/w3r//ffjsssuq27L/eijj3D//fdXT6Kt3Kn89NNPW8pUOUjIqs7mm2+OzTbbzNSW3cKwvt4dd9yB5557ruX1KjjdNac7m5aUttkYRgpRP+CPplpulVFUBl2v29Jj9et4dYulCk2vbTVSldq1dL28DUnXwFhlS1LdNquGbUbNP2xWtgbVXcNSHgUq00xt6Zpatw1Jru4KM2+vUoNtdonC6vRqlLlOdjt5HG0oIo4kvWx9g8fOnP7j2O889uH0MUWFput12+A0MLWNu0bSfJ7rYs72kULpLlrzdsHmLZUmH2u73wEE5cQFV66TYiIn/+HNUd7mOm7UCELIYtRy7cYXO1y5V5LM+Xgc2dBQiy2/vejxA/nx+kVlDuN5wN8jeQWoBBGw+jzHwNpZdTnFhUQbto5lh7vqVo9nJEeRRQgRurlJcLJp0yY89dRTOOiggzB79uym74888khceuml2GmnnbD99tvjpptuwte//nXLtiqHA2277baO16288zKXy9meYPvQQw/h7bffxplnnunYZqFQQKFQwBlnnAEAWLlyJRRFwQMPPIDDDz8c9913H0499VTce++92HHHHXH99ddXr73jjjvirLPOgq7rpucqRVFVFWvWrMHSpUvx6KOP4qWXXsLatWuF7hxXmD17NhYvXoz77rsP559/Pr7//e9DVVXcfffdVbkrW4Irdy8r7LPPPjjxxBNNdfbcc8+ma+y+++7VO56Veo13JjfbbDPTVubKnc8tt9wSr7/+uqm89dZbTe9ZdYIWm5YkMejzwecbQKIAFBIDllt+StuHosjHB2pbeqKpFpO1AIa0CEYXl9tZPIpgf90Ak1mOPt8wsv4Qoj2j6PMNIFHwI1rZH5Rj6PP54PMNw27HTmiodo2BBBCKjpgnCWo/IhjF4uq2pmFkAjGkqkLL011hOlLR2vYq3+IJDEVD4t2hajBSUSBek2XxaBD9DXZ21J3Thk5I04vHN3h9zMl/HPud3z72dlbARmII5eMY8NX0QaRf/DkjWT7PA499uMXuq279Sw760MfME3HWZ94mOJwFUMggXVetycfK/d40KXXqdwCh6BAmFtu0w2NnTj+0150HHv/hzVHe5TohV4uEgOyoxV0pztjhkUeqzEmMZv0I91sEVYsF4NhEAQgE5f5Yk0sjUwBCsdKPLExV0c5vWBUc40KSDe1j2X5hbu0rSYxmUbrbTBCcPPTQQ5g9ezbOPvts0+fbb789TjvtNDz//PNYt24dPvjgA7z//vs455xzmp4/BIAjjjgCxWKx6VnHRrbaaiv84Ac/AAD853/+p23dTz/9FL/4xS9w5JFHYu+993bU5Wc/+xnmzZuHc889Fy+88AIGBwdx5pln4qabbsI999yDf/mXf4Gqqrj22mtNz0Kee+652HzzzVu+AoWX2bNn46WXXjItoHfddVcceOCBwm198YtfxHbbbYff/va3yOfzMAyj6W7oyy+/jHfeeQfHHHOM6fNTTjkFxx13HADgnXfewYsvvoijjz7adNd0n332QSAQgK7rAErbbNeuXdt0au5hhx1mOmF23bp1mJiYQCQSMbW31VZbYeXKlVi4cKGQnrTYbJvS9iFkhzFY2dOTY1icKCA0xCwGWT/yo4N123+SYHUTsdIvw2OYKFQ+KQ1CohQyy6vXyKUzKMAP0ziWZBhkyeozMMglweJZIBQRWAzw6K6gP+xHIbG49lxSuY5rOwPIJZt/zXbUXQqy9KqnlW/w+5ij/0jpdx47l+50FCbGzNcaZB3b8iWl3yXaRwSF6YiFshiuey7Nzsf84X6xfge42nGQUjDXuUGi/3iW60RQEAyU9GtPd77cK7u/kssTQHRJxw+mCcWa7/rXFoA5sL4BDCeyAEKIxmKIpco7Qdq4ln1cyLKhcywnR7O1hbnCoFd3JrT2lY4s5olpzfPPP49f/epXiEQiWLp0KSKRCBYsWICRkRFss802pvcsVl7RsXLlSvzgBz/At7/9bZxyyim47rrrcPzxx+PBBx/EunXrTO0fe+yxmD9/Pr71rW/hrLPOQjwexyGHHIK77rrLcWEKAI8//jhefPFF7Lzzzo51x8bGsGzZMhxzzDH46U9/ihNOOAFz5szBF77wBRx44IE48cQTm161ctBBB+Goo47C6OgoZs+ejb322qtaGl/j4cRTTz2FI488EoFAALNmzYLf78ell16K8fFx7mdZK6xduxaffPIJLrjgApxwwgk4/PDDceihh2L//fev3j0uFovQNA2hUAjRaBRf+9rXcO655+Loo4/GfffdV21r1apV8Pv9uOKKK3DwwQfj2GOPxRVXXIGXXnoJv/nNb6r17r77bhx11FH45je/iR133BEHH3wwFi5c2PS86l133YUvfOELuPrqq3HEEUfg8MMPxzXXXIPZs2eb3ifKAz2z2TbliUHGPBDkxvNAtAe9AMy/6RdgOb+wwDS4lAcU3vsDpu1MuXE0h7gCpo0gHPLDb/pc5F4fj+5W26vKddqwczbuPNV01l0GsvSqp5VviPpYuTVL/5HR7yXs7ZzEaHYIsWgKRrSAQjaPzOhypJM5bh+WKw8v8uzDjaohFQUSA4MNCykbHxPq9/Fm+3C000x7ftgeMv3Hq1znpe78uVeqzLk0MoUUIirAOYy1RXbYh0HbVJ9Dkg0iyUr/U1SGkVgUMU1FclDs5wj7uJBlQ45YHptAwR9Gv8KA/jBQQPl51170+AvIpDuVOYmZxr//+7/jL3/5C/r7+xGNRrFx40Y8/fTTuPvuu00Hy7z99tu4+OKL8Z3vfAfz5s3DMcccg02bNuGVV17BTTfdhN///vdNbdffMf3oo48wPj6OlStXmk52deKuu+7CjTfeyFX36aefxqJFi9Df34/jjz8eCxcuRLFYxPr167FmzRpst912pucve3tLv0CfdNJJOOmkk0xtXXzxxXjppZe45Vy5ciX+9V//FcuWLcNWW22FQqGAVatWYf/990coJLbL7bPPPsOLL76Ir371q/jKV75i+m7jxo247bbbkMlkqq9FOeWUUzB//ny88cYbuOmmm/Dkk09W6z///PO4+uqrMTg4iCuuuAIffvghnnjiCaxatcr0LOfjjz+ObbbZBqeeeirOOeccFAoFLF++vOlu5XPPPYerrroKZ5xxBpYsWYKNGzcil8vhpptuanqNjRO02HSJP5qCEW381Goyk8f4pI8ZCpieQhQJDA/UHbKgajBindSdsMfeN9zbWW6/O5Ec7EMSClS1H8FIGNFYCtHIsHlrYlfhrX1Kl2TQYyFkh31T40RSeBfvcvxnauY6Xt155JErcw4snoUxxDCaqf/Y+sed3tIKq2M/MFUvn2RYHAwjFRb7UZYXT/o9N448oujpBXp7gEw8g/BQP5TxHoSQx+gUyQ/E1OB3v/sdfve73znWe//997Fq1SqsWrXKtt4DDzyABx54gPv6yWSy5bsYx8bG0N/fz93We++9B03ToGmaY9177rkH99xzj22dK664wvLzU0891fT/DRs2YMWKFU31nn32WdMJt5dddplle6effnr134sWLcK2226LM844A++//z6A0uFB2223HQYHB3HWWWdVX+3y8MMPVxedrXj66ae5FviZTMb0yphW8j733HOWBwTVc/XVVztejxabbVPeuhZ3+iW2myjfJaw/zQ+AEgwAQveDeHQv1QkHzVOAdq8VbXkaotfI0ov/Wu59TFa/i5BDMpkDkgxppiMV7ebTE722jwotFYU/O4w+S4PY+FghI3xnKeC6ncnIdW79x8tcJ6ZX6aaW3b0xO935c6/0/kqOIhsbQqSn+VpmXy1v/8zIvgeqgrEx0+MnbrCPC1k25InlJEazMQwFGSKBDJYn08DQEvQHA0A2bunzXi3mCYLoPLvtthuOOuoovPLKK9iwYQO23npr7LXXXth///3x2muvTbZ4UqBnNm0pP7xv+XxT6ZfeUKz55FCNdeuD+6WBLxSpPXOiqBpGov4O6F6q468/rEVhLa5lR678nFUMWt3FFJWhk2YeKxnK4gAKWXrx6+7ex0T63S0qmMbq5C09s4TCREe337nDS/soYHoMoUICAy1nsTmkMwVLHytk0sITTKt2snEm0I6XuU7Ef+xylJe5TozkaKvnRnl058+98vsrieUJIBSqt2FzPlTUJYh2aPtnTzRlOlFYUTsVF2I2tBsveGJ5bKIAfzSKQH4cOeSQzgQQjfpbPNtbfgXMaOtVsML0huddCYLoRm677TY8+uij+Na3voUf//jHGBkZwbJly3DyySdj9erVuPbaaydbRCnQYtOB5PIEsogiZXUkfnIQA8MTiIzUDjMYiQCjafk//6ta5RoxhFB/kILI4Qg5sMXDyAZq+oxEJrC4xRupXeueHMRAIo9wqlxnpAfxRBtbkJKD8A0kgKFU3bXGIWpmERvm2GIksoHSARSNg7YsvTh1d+9jfP0ux8eSSI+iTt4UwvkEBvpEFjcy5ZFnHzmU7rjBXxdXFq8rybE+s4+lwsgnBto43RXIJuLoGTG3Yz5slcPOnuU6Mf9pnaM8znVCKrZ6dQWn7ry5twP9VTqAq1Fscz5MDQGJgb62todbHRBk6JUfDJJYPpxAPjBU7adUrHNxIWJDu/GCJ5Yrds2XF5CVMwDyVs9X2L06hyCIKcUHH3yAO+64A0NDQ/jud7+LgYEBnHrqqTjvvPNw5513VrfWTnVmrZg7t3j+6tWTLQdBEARBzAgUpiPVE+/i55iJbkXVDMTQzc/AEwRBmKE7mwRBEAThITkWRzY0JP4+WGJmozAMhbIYpoUmQRBTCLqzSRAEQRAEQRAEQUiH7mwSBEEQBEEQBEEQ0qHFJkEQBEEQBEEQBCEdWmwSBEEQBEEQBEEQ0vl/iDdOIZMxvY8AAAAldEVYdGRhdGU6Y3JlYXRlADIwMjUtMDgtMTZUMTM6MTE6MjErMDA6MDBwWBufAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDI1LTA4LTE2VDEzOjExOjIxKzAwOjAwAQWjIwAAACh0RVh0ZGF0ZTp0aW1lc3RhbXAAMjAyNS0wOC0xNlQxMzoxMToyMSswMDowMFYQgvwAAAAASUVORK5CYII=" referrerpolicy="no-referrer"></p><p><span>返回值:</span></p><p><img src="data:image;base64,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" referrerpolicy="no-referrer"></p><h4 id='等待单个子进程'><span>等待单个子进程</span></h4><p><span>参数status暂时不填,置为NULL</span></p><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp" style="break-inside: unset;"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation" style=""><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><div class="CodeMirror-gutter-wrapper CodeMirror-activeline-gutter" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdio.h&gt;</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;unistd.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdlib.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;sys/wait.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span> <span class="cm-def">main</span>()</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable">pid_t</span> <span class="cm-variable">id</span> <span class="cm-operator">=</span> <span class="cm-variable">fork</span>();</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">if</span>(<span class="cm-variable">id</span> <span class="cm-operator">&lt;</span> <span class="cm-number">0</span>) </span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">perror</span>(<span class="cm-string">"fork"</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-keyword">return</span> <span class="cm-number">1</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">else</span> <span class="cm-keyword">if</span>(<span class="cm-variable">id</span> <span class="cm-operator">==</span> <span class="cm-number">0</span>)<span class="cm-comment">//子进程</span></span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"子进程的pid:%d, ppid:%d\n"</span>, <span class="cm-variable">getpid</span>(), <span class="cm-variable">getppid</span>());</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">exit</span>(<span class="cm-number">0</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">else</span><span class="cm-comment">//父进程得到子进程的PID</span></span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">sleep</span>(<span class="cm-number">2</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"父进程准备回收子进程\n"</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">sleep</span>(<span class="cm-number">2</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">pid_t</span> <span class="cm-variable">ret</span> <span class="cm-operator">=</span> <span class="cm-variable">wait</span>(<span class="cm-variable">NULL</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-keyword">if</span>(<span class="cm-variable">ret</span> <span class="cm-operator">&lt;</span> <span class="cm-number">0</span>)<span class="cm-comment">//返回-1等待失败</span></span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">perror</span>(<span class="cm-string">"wait failed"</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-keyword">if</span> (<span class="cm-variable">ret</span> <span class="cm-operator">==</span> <span class="cm-variable">id</span>) </span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"父进程回收子进程成功,子进程的pid:%d\n"</span>, <span class="cm-variable">ret</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">sleep</span>(<span class="cm-number">2</span>); </span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">return</span> <span class="cm-number">0</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 806px;"></div><div class="CodeMirror-gutters" style="height: 806px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><p><span>注:1.调用fork()后,父进程得到子进程的PID,那么父进程就可以通过分析ret是否等于id来判断父进程是否成功回收子进程 2.wait返回值:如果调用成功,wait返回成功退出的子进程的PID;如果调用失败,返回-1</span></p><p><span>运行结果:</span></p><p><img 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referrerpolicy="no-referrer"></p><h4 id='等待多个子进程'><span>等待多个子进程</span></h4><p><span>父进程可以用循环来等待多个子进程</span></p><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp" style="break-inside: unset;"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation" style=""><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><div class="CodeMirror-gutter-wrapper CodeMirror-activeline-gutter" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdio.h&gt;</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;unistd.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdlib.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;sys/wait.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">void</span> <span class="cm-def">run_child</span>()</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"子进程的pid: %d, ppid:%d\n"</span>, <span class="cm-variable">getpid</span>(), <span class="cm-variable">getppid</span>());</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span cm-text="" cm-zwsp="">
</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">void</span> <span class="cm-def">collect_child</span>()</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">for</span>(<span class="cm-variable-3">int</span> <span class="cm-variable">i</span> <span class="cm-operator">=</span> <span class="cm-number">0</span>; <span class="cm-variable">i</span> <span class="cm-operator">&lt;</span> <span class="cm-number">5</span>; <span class="cm-variable">i</span><span class="cm-operator">++</span>)</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">sleep</span>(<span class="cm-number">1</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">pid_t</span> <span class="cm-variable">ret</span> <span class="cm-operator">=</span> <span class="cm-variable">wait</span>(<span class="cm-variable">NULL</span>);<span class="cm-comment">//回收任意一个子进程</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-keyword">if</span>(<span class="cm-variable">ret</span> <span class="cm-operator">&lt;</span> <span class="cm-number">0</span>)</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">perror</span>(<span class="cm-string">"wait failed"</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-keyword">else</span></span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"父进程回收子进程成功,子进程的pid:%d\n"</span>, <span class="cm-variable">ret</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span cm-text="" cm-zwsp="">
</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span> <span class="cm-def">main</span>()</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">for</span>(<span class="cm-variable-3">int</span> <span class="cm-variable">i</span> <span class="cm-operator">=</span> <span class="cm-number">0</span>; <span class="cm-variable">i</span> <span class="cm-operator">&lt;</span> <span class="cm-number">5</span>; <span class="cm-variable">i</span><span class="cm-operator">++</span>)</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">pid_t</span> <span class="cm-variable">id</span> <span class="cm-operator">=</span> <span class="cm-variable">fork</span>();</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-keyword">if</span>(<span class="cm-variable">id</span> <span class="cm-operator">==</span> <span class="cm-number">0</span>)</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">run_child</span>();</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">exit</span>(<span class="cm-number">0</span>);<span class="cm-comment">//执行run_child后,最子进程会退出</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable">sleep</span>(<span class="cm-number">1</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"父进程准备回收子进程\n"</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable">collect_child</span>();</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">return</span> <span class="cm-number">0</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 968px;"></div><div class="CodeMirror-gutters" style="height: 968px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><p><span>运行结果:可以看到创建子进程的顺序不一定就是父进程回收的顺序</span></p><p><img 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referrerpolicy="no-referrer"></p><h4 id='如果子进程不退出呢'><span>如果子进程不退出呢?</span></h4><p><span>如果子进程不退出,那么父进程</span><strong><span>默认</span></strong><span>在等待的时候,调用这个系统调用的时也就</span><strong><span>不返回</span></strong><span>,即父进程默认处于</span><strong><span>阻塞状态</span></strong><span>(参见文章</span><a href='https://zhangcoder.blog.csdn.net/article/details/149452449?spm=1011.2415.3001.5331'><span>OS19.【Linux】进程状态(1)</span></a><span>复习),例如以下代码:</span></p><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp" style="break-inside: unset;"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation" style=""><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><div class="CodeMirror-gutter-wrapper CodeMirror-activeline-gutter" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdio.h&gt;</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;unistd.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdlib.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;sys/wait.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span> <span class="cm-def">main</span>()</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">for</span>(<span class="cm-variable-3">int</span> <span class="cm-variable">i</span> <span class="cm-operator">=</span> <span class="cm-number">0</span>; <span class="cm-variable">i</span> <span class="cm-operator">&lt;</span> <span class="cm-number">5</span>; <span class="cm-variable">i</span><span class="cm-operator">++</span>)</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">pid_t</span> <span class="cm-variable">id</span> <span class="cm-operator">=</span> <span class="cm-variable">fork</span>();</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-keyword">if</span>(<span class="cm-variable">id</span> <span class="cm-operator">==</span> <span class="cm-number">0</span>)</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-keyword">for</span>(;;);<span class="cm-comment">//子进程一直不退出</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-keyword">else</span></span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">sleep</span>(<span class="cm-number">1</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"父进程准备回收子进程\n"</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">sleep</span>(<span class="cm-number">1</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">pid_t</span> <span class="cm-variable">ret</span> <span class="cm-operator">=</span> <span class="cm-variable">wait</span>(<span class="cm-variable">NULL</span>);<span class="cm-comment">//父进程一直等待,处于阻塞状态</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-keyword">if</span>(<span class="cm-variable">ret</span> <span class="cm-operator">&lt;</span> <span class="cm-number">0</span>)</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">perror</span>(<span class="cm-string">"wait failed"</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-keyword">else</span></span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"父进程回收子进程成功,子进程的pid:%d\n"</span>, <span class="cm-variable">ret</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">return</span> <span class="cm-number">0</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 714px;"></div><div class="CodeMirror-gutters" style="height: 714px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><h4 id='wait是waitpid的子集'><span>wait是waitpid的子集</span></h4><p><span>对于waitpid(pid_t pid, int *_Nullable wstatus, int options)</span><br/><span>Pid==-1,可等待任何一个子进程,此时与wait 效,例如</span><font style="color:#1a439c;background-color:#eaf4fc;"><span>wait(NULL)和waitpid(-1.NULL,0)等价</span></font><span></span><br/><span>Pid&gt;0，等待其进程ID与pid形参</span><strong><span>相等</span></strong><span>的子进程</span></p><h3 id='解释wstatus参数'><span>解释wstatus参数</span></h3><p><span>子进程的退出状态(退出状态的定义参见</span><a href='https://zhangcoder.blog.csdn.net/article/details/149980273?spm=1011.2415.3001.5331'><span>OS23.【Linux】进程终止</span></a><span>文章)可以通过wstatus的值知晓</span></p><p><font style="color:#1a439c;background-color:#eaf4fc;"><span>pid_t wait(int *</span><em><span>Nullable </span></font><strong><font style="color:#1a439c;background-color:#eaf4fc;"><span>wstatus</span></font></strong><font style="color:#1a439c;background-color:#eaf4fc;"><span>);</span></font><font style="color:#1a439c;"><span></span><br/></font><font style="color:#1a439c;background-color:#eaf4fc;"><span>pid_t waitpid(pid_t pid, int *</span></em><span>Nullable </span></font><strong><font style="color:#1a439c;background-color:#eaf4fc;"><span>wstatus</span></font></strong><font style="color:#1a439c;background-color:#eaf4fc;"><span>, int options);</span></font></p><p><span>1.wstatus的类型为int*,是一个输出型参数(wait或waitpid通过wstatus修改int类型的变量)</span></p><p><span>2.用_Nullable编译器指示符修饰,顾名思义,告诉编译器: wstatus指针变量可能为NULL</span></p><h4 id='实验1-wstatus的位图'><span>实验1</span><strong><span>: wstatus的位图</span></strong></h4><p><span>运行以下代码:</span></p><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp" style="break-inside: unset;"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation" style=""><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><div class="CodeMirror-gutter-wrapper CodeMirror-activeline-gutter" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdio.h&gt;</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;unistd.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdlib.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;sys/wait.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span> <span class="cm-def">main</span>()</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable">pid_t</span> <span class="cm-variable">id</span> <span class="cm-operator">=</span> <span class="cm-variable">fork</span>();</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">if</span>(<span class="cm-variable">id</span> <span class="cm-operator">&lt;</span> <span class="cm-number">0</span>) </span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">perror</span>(<span class="cm-string">"fork"</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-keyword">return</span> <span class="cm-number">1</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">else</span> <span class="cm-keyword">if</span>(<span class="cm-variable">id</span> <span class="cm-operator">==</span> <span class="cm-number">0</span>)</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"子进程的pid:%d, ppid:%d\n"</span>, <span class="cm-variable">getpid</span>(), <span class="cm-variable">getppid</span>());</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">exit</span>(<span class="cm-number">1</span>);<span class="cm-comment">//修改了这里</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">else</span></span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable-3">int</span> <span class="cm-variable">status</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">pid_t</span> <span class="cm-variable">ret</span> <span class="cm-operator">=</span> <span class="cm-variable">wait</span>(<span class="cm-operator">&amp;</span><span class="cm-variable">status</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-keyword">if</span>(<span class="cm-variable">ret</span> <span class="cm-operator">&lt;</span> <span class="cm-number">0</span>)</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">perror</span>(<span class="cm-string">"wait failed"</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-keyword">if</span> (<span class="cm-variable">ret</span> <span class="cm-operator">==</span> <span class="cm-variable">id</span>) </span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"父进程回收子进程成功,子进程的pid:%d\n"</span>, <span class="cm-variable">ret</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"status :%d\n"</span>, <span class="cm-variable">status</span>);<span class="cm-comment">//修改了这里</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">return</span> <span class="cm-number">0</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 760px;"></div><div class="CodeMirror-gutters" style="height: 760px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><p><span>运行结果:status的值不是exit(1)的1,而是256</span></p><p><img src="data:image;base64,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" referrerpolicy="no-referrer"></p><p><span>256是2的整数倍,换算成二进制数:</span></p><p><img src="data:image;base64,iVBORw0KGgoAAAANSUhEUgAAAXsAAACyCAYAAACjrm/DAAAAIGNIUk0AAHomAACAhAAA+gAAAIDoAAB1MAAA6mAAADqYAAAXcJy6UTwAAAAGYktHRAD/AP8A/6C9p5MAAAAHdElNRQfpCBAOIiwCAvt9AAAAAW9yTlQBz6J3mgAAKAZJREFUeNrt3X18VPWd6PHPmZlkEkzCzEQUeczEXSUIlIDeC9LCkpAsdWN5CODeq1Qg0Ky7Csbo9t7uAsa0bnst8mD3UiQBKra3BQLSehXDg4rG0KuAkiwitZmAgnUhk0cgk4eZ+0eYY04ySWbyMA+Z7/v1mhc5D3Pmew6/853f/H6/c45SU+9woRByXIEOQIgg15dzxJuUIOdgaNEBbf9rIfY/F4LfT0KEBDm3BiddoAMQQggx8NqSvULIfZ2H2A8RIfwuxE5pMcAMoVYiJMkL4b32p3d/nzvKAGxTDBxDoAPwRVcFS+nFe4QIN+7zpD/PiYHYphgYg77NPsR+uAgRkuQ8C34hlew7di1429UgBVEIEe5CqhnHzZdmG6WL98jPTiFEODFosl5vq8CuPry3H/mSwAey40oIIYKNthmnLxdXBUHGDILvGyGECEqem3F8rakHUZb1NpQg+G4SIiBkBE146rrNvqvG7xAlBVsILRknH168H40TgvfPaR+6EKKzEK/DCR+E1NDL3pICLYQId2GR7CEkb/8jhAiAw28d4umc1UydlIQlxqi+Fs3PYFfhduz2qh63sWh+hua93b22bNzgVVz79+0h69FHSBw1XH3v1ElJ/DhvHZU2W4/vV2rqHb63cgyCrClNO0K06a/uuVA/p8rLzrDmn/6B06dOdrueNTGRX/36d0yYOKnLdRJHDaemptqrz302/3lW5+T2Oa6CXbtZuGhJl8sHvmbv8vAKAgpS2xehK4hOpUFh/749zJx+X48JFcBWUcH3vpvebW3a20Tfk/KyM3zvu+lexbVy2dJuY+pdzV59txfruHr5vgCQk0eEiv68jjHca/YnSkt4IC1FM++pZ37I/IWL1Nr74bcO8dOfPKdJugsyF1P4q1c9btMSY1T/fnHzLxg3fnyXnz98+AgSrNZO8+32Ku6ddI/mi2NB5mJynv5nj3H1VLPvW7JXt9Kvxz7gQrXQCtEb4Z7sAXYVbuepNY9320TjKfl+fvEyFkt8p3XbJ/tTZec8JvOePJ2zmh3bt6nTXSVzu72Kkx9+SNrfzu12e/2T7GHQJXwI7cIrhLck2bc5UVrSZS3brWMCfuPwMaZNn9FpO+1/KdgbHD7HUmmzMWXiOHW6u18R3uq/G6EFyf1x+jNUuehEiPDRMWl7MmbMWL/E8uorOzXTa5/N7/M2+7eDVnqNhBCDWF1drV8+5+2jR9S/U+ak9aoZqKOBGY0T5Elf7p8jhOiNA0V71b9NJrPHXwP1dfXq38lTpvbqc9p3BM+cNbtfYh/YoZdBNtzS17CFEMJtV+F2bBUV6vTCxZ5Hvnx69j/Uv0+fOqm5gCpx1PAeL846UVqimU4afw/QNjy0/cVaiaOGk/XoIxx+65BX8fvvCtoQSPxBHp4QIkDKy87w1JrH1WmTyczjq3N83k5NTTXHjhzmqTWPc++ke9i/b49X70udeT8rly3l2JHDmm0dKNrLQ5nzeDpndY/bCMztEiSjCiFChPuCq/Z+vmlLn9vRa2qqWblsaaeEf+7sWc10dtayHi+q2rF9Gz/OW9ftOoG7N04QJny5olYI0d6P89axctlSzbyeLl763vyFHC/9EHuDQ/M6Xvohz+Y/j8lk1qz/9JOrNU06dXV1muU1NdWYTGYKdu3m84uXsTc4OFV2jmfzn9es9+ILP6O87EyXcQX2RmhB2m6iILdTECKclZedIXXm/bz4ws/UeSaTmd8VHew20QMkWK0eL8qaMHESq3Ny+ejMf2BNTFTn19RU8/sD+7vd5u/fLGbhoiXqBVwJViurc3J5cfMvNOu9tn9fl9sIjrteBmHCb0+SvhDh4/BbhzrdjyZ5ylSOvVfa41Wq3rBY4vnpCxs18947/q76t7tD1m3Fquwub7q2LGuVZvrj06e6/NzgSPYQtLV8IUT42L9vDw9lztPcEuHZ/Oc5evyDfhnr7jb1Pm0fQG1tjfp3bFysZllPF3KlzEnz6jP77wra/tI+4Ut1WgjhJ4ffOqRpnzeZzPxmb5FXV9b2p7vuHufT+tV2u1frBU/N3hOp7Qsh/MBuryI7a5k6bTKZ+f2bxQOW6E9++KFmuv2FUxZLvOZirOPvvt1t3O2bmxKsiV2uG9zJ3i0ExugLIULX7w/s1zTd/HzTlm4fTtIVu72K1Jn3dzt+3m6v4qc/eU4z779Mm6aZXvrocvXvY0cOd3nh1Ku/2qWZ/tu5D3T5uf1310t/C0ATT2geKCG6118tp6F8fiyan6G5YKlg125GjBzZ4/tiYmLVLwW7vYrF8x9Ua9opc9LIfuxxpt53HxZLvHor4v/xTI7mStyUOWnse+11zXY73k7ZZDKzLi+f7y1YiMUST6XNxquv7NSMFkqeMpWjxz/oMtbQTfbqHvj340L7YAkxcEL53Gh//3lftE/U5WVnePThhzSJvCfWxEQOv/O+x3vie3qoSlfczU7d/RoJjWac7sY++rmEyfh7IYQnEyZO4vA777Mgc7FX66fMSesy0UPbLZcLdu3udBFWR8lTpvaY6CEUavbts6rLy/X8KLgPnhD+E8rnQn/U7NsrLzvDa/v38fHpU5rmIWtiIrNT01i05CGvO3/t9ipe/dUuDh4oUpuITCYzs1Pn8HcPfq/Hi7zcJNn3g+A+gEL4h5wHwS34m3G8KUEBblORph0hRLALvouqPAnSGn134UgtRwgRTEIj2XsSZEm+q/Ak6QshgkHwN+OEOGneEUIEg9BN9iF0RW2IhCmEGMRCtxnHrWMmDbJqtCR6IUQwCP1k35E7u8pQTCGEUIVuM44QQgivDb6aPQS8Kcfb68CEEMJfpGY/wIKsC0EIEaYGX7L3lF0DfD98SfhCiEAbfMm+I2lHEUKIQZjsJbkLIUQngy/ZtyeJXwghgME6GkeSvBBCaAzumr0nQdhJK/fPEYOBlOHgNjhr9j3prycs+8jTnTDlBBGDidztNXiFZ7JvLwCZVxK8GOwk6Qef8GvG6U6Q3klTmnmEEH0lyT6ESMIXQvSWNOO0F+TZNAh/dAghQoQk+wAkeF+7CSTJCyH6KjyTfYBq8K4u5gX5DwohxCAgbfZCiJAilaPeCc+avYyzF8IvZAhm8AjPZN+ejLMXYsBJ0g88r5txNm/aQOaCDI/LTLFGNm/aoE5nLsjAFGvUvNzLMxdkkDwpqdM28vPWeZzvTyc+KCFh1HDtzJtj74vfOkTypCRMMUaSJyVRXnZGs1p52Rky52dgijGSMGo4Rfv2BHRfhBCivQFrs89amc2h4mPqa978hQBs2PgSNlsFO3dsV9ctLzvDhp//jK3bCgJyECorbeTmrGZuego1NdWdlpeXnWFJ5jy2biugpsHBsuUryfhuOnZ7FQB2exVLH36ImbNmU9Pg4Ld7i8hatpQTpSU+xSE1fjHYSRkPnAFL9mPGjmXa9BnqKyHBCkBCgpW8/OfJW79WTZbr1/2IhZmLmTZ9RkAOwnPPrmXM2LHkPv3DzgsV2LmzgKxV2Wp8a3JyMVvMHDywH4C3jx1V5wNMmz6DrFXZvPzLrT7HIlfLisFOyndgBGQ0ztLvL8NsNrP7lV0UFx/i5Ecfse7Z/IAdhB27XmXNk7nEDR3qcfmxo4e5f8a3NfOSk6fy3vF3Afig5H1SUtM0yydMmMixo0d6HZOCJH4xeEnZ9j+fOmjtdrvXTRMXL1zQrHvX3eOwWOIBsFji+dnPN/KDrLakn5P7jFrz94v2pczlYV4HtooKRo4cqZn3rcnJHH/3bQAqbRXMnDVbszxp/HiPTUJ9CVc6t4QQveVTsj996iRz01O8WrewYBuFBdvU6UPFxzTNNOnpczGbzdhsFSz9/rJAH4eQoCAJXwwuUqb9x6dmnNQ5adTUOzq9PMnLf16zTsf2eHcHrdWayO5Xdvl3r110vsNliJQ4+fkrhJwDvRGQcfaVlTby1q9lw8YtxMbFsSRzHvPmL/RvU46P6urqNdOffHyaBGtiu+W1muWfnj2LNTHRq213p6vLAKRGJITwRUA6aJ97di1T772XzEVLSE+fS+qcNHJzngj0sfDMBQszF/PWoTc0s0+fPql22mY8OI/9RXs1y8vLyzp12nr5cR5/eHgitXwRzqT8+2bAkr27g9b9cl+EVFx8iP1Fe8l77nl13Wf++X9y9MhhiosPBeQglJed4URpCRcvXABQY3b7QfZjFO3do87bvPHmBWKLlgAwb8FCqu3V7Czcrr6/cPs2nlidE5D9ESKcSML3zoA143TsoE2dk8b2wl/xw6dzyFqZzYSJk9Rl06bPIGtlNj98Ood737lPHbXjL+vX/YijRw6r03PT2jqhaxocoMC0+2ewYdMW/n5xJjU11aTOSWP3r3+nrm+xxPP6m8UsffghctY8jjUxkT1FB0mw+t4s1bHgdle7l2YcMRj0R5OkNGv2TKmpd8gxcguhKoL8p4nByJtyrfThveEsPG+E5uM4+2AiBVoIz+R6lO7J/exDTIh8JwnRK/1RvuUc8Sw8a/auHuYFeWnx9MNEiMFC2vAHRngm+56EYOKXgi0GEynX/U+SfU9CJPHLySGElpwTWtJm74sQKDVB/H0khM+kDb//SLIXQgx6kvAl2Q86IfDjQwgRANJmH4IkoQvhu3Bvw5eavRAirIRrk47U7H3lIuClpbuPD9daixC+CMdx+FKz7w1v7j8cIOFaaxFCdE+SfV8EcdIXQnQv3O6HL804/cHbhB9OJUuIEBEuTTqS7IUQQc0fdaRwSPjSjCOEEGFAkr0QQjD42/C9TvabN23AFGvUvDIXZFC0b0+ndTMXZHRad/OmDZp1TpSWsGLZI+ryhNHDyc1ZHZCDUF52RhPLimWPYLdX9bhP7Z9T6z5GyZOSMMUaSZ6U1Gm5vwz2QivEQBqs545PbfbJU6bybz99AYC6+nreevMNspYv5YOS99mwcYtm3ayV2Sxe8pA6PfyOEerfRfv2kLV8KVkrs9lTdJC42FguXbpEXV2t3w9AZaWNjAfSycl9hp+/uBmAp59aw6qsRyk68Lpm3Y2bf0FS0nh1+q67x6l/b960gdcOFLF1WwHTps/gRGkJMTGxft+f9sL9ikEhemswtuF7/QzazZs2cPzdtzslQHfiLty5m8xFS4C2WvDMWbNZ82Rup+2cKC1hbnqKZv1Aq6y0kZDwzcPB3THW1DvUeaZYI4eKjzFt+gyP7588cRwfl53TbKfz0Q7sfg62wivEQBps50uf2+wzFy0hdU4a//f133u1/svbtpI6Jy1oEj3QfYL2wtvHjpA6J63P2/FWbwuhgjTxCOGtwXau9EsH7cxZszl96qRm3sULFzhRWqK+3G3g+4v2kvHgvEDvd7f++McTWK2JnebPTU/BFGtk9qz7Ne3x5WVlTJ48hfy8dWr/Q37eukDvhhCiHwyWpN9vo3FstgrNdGHBNuamp6iv85+dU5e1b/cONkX79rB+7Y/Yuq1AM7+m3kFNvYOKC5eZvyCTuekpVFbaAKisrKCw4GVGjR5NTb2Dd94rZX/R3k6d0uoVt3288ra3Ba8fPlqIsBXqSb/fkn3qnDTNdF7+82qCrKl3aNq6L126FOj99ig/bx25OavZU3TQY9s8gMUSz5onc0meMpWDr+1X51sTE1m+YhXQ1iy0+smn2LWjoPsP9FPmlQQvRP8J1aTfL8l+144CJk+e4tW6yVOm8kHJ+4He705WLHuEY8eO8M57paSnz+1xfYvFwicfnwZg6FATKSlzNMuTksZ3+rXTpQGqckuSF2LghFrC73Oy37ljO9XV1Sx9dLlX6z/+xJMUFmwL2Bh0TzZv2oDNVkHRgT943clqt9v51uRkAL4zcxbHjh3RLP/007MkT5ka6F0TQgjAx3H2drtdTdKXLl3iN79+haNHDlO4c3enJOnuoHWLiYllwsRJZC5awgcl7zM3PYXcp39IWvrfAm3JsbysrNN4fX/YuOEFcnKf0fQrQNu1AQkJVnJzVjNm7FiWfn8ZAD/Jz8NWUcG8+QsBmDd/IXnr17Jzx3aWr1hFedkZ8tav5eXCXd4FMEBVBBlnL4Rw82mc/fq1P1KnTSYzmYuW8MSanE6JPnNBBkePHNbMS52Tphmj774IyT2Kx2pNZGHmYtauf87vB8EUa/Q4Py//edY8mUt52Rle3PC/2F+0F4CFmYt5KvefmTBxkrpuedkZnnj8Hzh96iRWayKrn3xKbcPv+uj7dz8l6QvRv0LpnPI62Yt+EESNfPKfLkTfhNo5JDdC86cgKh1B9L0jhPADSfb+FkQJXwjRe6E2BFMeXhII7RN+KJUWIUQnoTIQQpJ9oHUsIZL8hQhJwX6nTGnGCTbBXFqEECFLkr0QQoQBSfZCCBEGJNkLIUQYkGQvhBBhQJK9EEKEAUn2QggRBiTZCyFEGJBkH8bk+i0hwock+2Dkx0dMhdr9PYQQvSPJPpj58WpaBUn8QgxmkuyDXQAeJCtJXwjfBfudTnxK9nZ7FZs3bSB5UhKmWCOmWCMrlj3S5fNkKytt5OasJmH0cM36lZU2ddrTa/OmDQE7IO7YOsZQXHxI3e/kSUmUl53RLC8vO0PmggxMsUYSRg+naN+egO2DEEJ05PVdL+32KjIXPIitooL1efkkJY2nrr6e3/7mVeamp1C4czeZi5ao65eXnSHjgXSm3nsvGzZuYeTIkdTV1/PH0g9ISLByqPiYuu7c9BSyVmazeMlDQNuzXwPlpc0bO80rLzvDksx5HCo+xrTpM9i8aQMZD6Rz6pP/wGKJx26vYunDD7FsxUqKDrzOidIS5qanMHLkSKZNn9H3oOTxhUIEvWC/1bHXyf7fX9qMraKC198o1jx7NT19LlZrIrk5q5mdkqomv4wH0slctKTTA8TT0+cCdEqCY8aO7Z/E2AcnSks4deojUuekaebv3FFA1spsNb41T+aya0cBB1/bz/IVq3j72FF1vnvfslZm8/K2rQHfJ28FawEVItQEa9L3uhmnsOBl1uflaxK92z89sYaammoOvrYfQP33X9auD/T+ec1ur+Kx7JX8209f6LTs2NHD3D/j25p5yVOm8t7xdwH4oOR9UlK1XxATJk7k2NEjgd6tHgWgS0CIsBBs/V5eJfsTpSXU1FRz333/1eNyiyWe1DlplJeVAfD6Hw6SkjoHiyU+0PvntZ/k57Ewc7HHmrjNVsHIkSM18741OZna2hoAKisrGDN2rGZ5UtJ4amqqA71bQggB+PikKk+1+vYqKyvUv781OTnQ++a1on17OHXqI95+94NAh+J3wfqTUwjRv3wajdNxBEpHkydPUf++eOFCoPfN633KWr6Ux594khOlJZwoLcFut3PxwgUqK22BDs9vZJy9EIObVzX7u+4eB8Bnn53zWLu326s4euQw//3h7wNtSX9/0d5A75tXjh49DEDW8qWa+adPnWTM2LFqp2tdfb1m+ScfnyYhIVGdrqut1Sz/9NOzWK2J9AsXfs3CUtsXYvDxqmZvscSTtTKb3JzV2O1VnZb/JD8Pk8nM7JRUAJY+uhybrSKg4+W9tebJXGrqHZpX6pw08vKfVxP9wszFvPXmG5r3nT51Uu20zXhwXqcvt/Kysk6dtn3i8vAaYFLLF2Lw8LoZ51/WrseamMiUb93Dzh3bOVFaQnHxIVYse4TCgm28XLhL7ZBNSLBSuHM369f+iBXLHqG4+BAnSkso2reHFcse8fiFEcx+kP0YRfv2qBePub/E3NcVzJu/kOrqanbu2A60dWgXFmzjiTU5gQ5dCCEAHzpoLZZ4ig78gd2v7GLLphex2do6YxdmLub9Dz7s1LyTuWgJsXFxbNv6C5ZkzgPAZDKTuWgJdXV1ITVSZ9r0GWzYuIW/X5JJTU01qXPS2P3r32mOzetvFLP04YfIWfM4Vmsie4oOkpBgHdjA/Ny8I4QIXUpNvUOaZkPZACd7KRxC9F4wnT9yIzQhhAgDkuxFt6SVSIQ7P46JGFCS7EOZnzKxJHwh2oRywpdkL7wiCV+Eo1BO7h1JshdCiC4MpkqOT/fGEUGmfbVDRuUIMSAUBscoZ6nZDxYDmI0l0YtwF+qJHiTZDy4DkJW92aTcRE2I4CfJXgghBkgwVYCkzX4wGYCS5W6v7I4084hw4mtXmTfnkD9IzX6wGMAqRDDVToQIJt4m8WA4hyTZhzI/NpYHQ2EVItD6UkMP9DkkyV54TTphRbjzVP59+QII5PkjyT6U+flhJm6S9EU46yrhB3uTjiT7wWSAkn9Xm5IhlyJcdVXugznhS7IfzPoh4bs6/NsVSfpC+Mbf54ske9GvJOmLcNLXNnx/8jrZb960AVOsUX0lT0qiaN8ezTqZCzI0DxnPXJCBKdZIZaXN4/YyF2QEev818SSMHo4p1kjmgoxOz8ktLj5E8qQkdd/Ly85olpeXnVH3N2H08E7HBsBuryI3Z7XXD2LvKSavY47pJub5GZhijCSM8hyz0u5fd/ymGCOmGCP5eevU9dwFfPPGDSSMGo45xsii+Z1jOvzWIaZMSsIcY2RKFzEtmp+BOcaIddRw9nuISYhg0pc2fH9WjHyq2SdPmcqh4mMcKj5G8pSpZC1f2ulk9SQ35wk/7pLvdu7Yzq4dBbzzXikVFy4zdKiJVVmPqsvLy86wJHMeW7cVUFPvYNmKlWQ8kK4mMru9iqUPP8TMWbOpqXfw2z1FZC1fqj6gHKBo3x5S/+bbFBZs65eYulx+s2pdXt4u5gYHy5avJOO7XcTc4OC3e4vIWqaN2c1dIJ/OWUO13U7Fxct8XHaO/UV72bRxg1qodxRuZ9fOmzFdbIvpBys6H8f/va2A6gYHjy5fyYMdYvr+ww/xnVmzqW5w8H+6iUmIYNLXNnx/8CnZWywWpk2fwbTpM9ix61UAjh493O17slZmc/TIYYqLDwV6X7u0ZdOL/Ou6PBISrFgs8ax7Np+jRw6rX2Q7dxSQtTKbadNnALDmyVzMZjMHX9sPwNvHjqrzoe0B5Vkrs3l521YATpSW8Jtfv8LWbQX9FpNmeXwXMa9qF3NOLmaLmYMHOsSc0y7mVdm8/MutHuOptNnYX7SXdc/mY7bEM9Zq5V/X5bFpwwvqOi9tvhmTtevjuKKbmN7xENOKVdls7yImIQYDf9Xue91m766NJY2/p9v1xowdS17+8/zw6ZxOP+mDQWWlDZutgqn33qfOS0iwYjKZ+fDDPwJw7Ohh7p/xbc37kqdM5b3j7wLwQcn7pKSmaZZPmDiRY0ePAG1Jq+jA62qS62tMHpdbby7/f93EnNxDzBO+ibmjkyc/xJqYSILVqs676+5x1NRUU152hkqbDVtFBVOmdh3T20cPM8NDTO/fjKmk5H1m+xCTEKEgWJpzfEr2drudE6UlFBcfYlXWo2StzCY9fW6P73PXeP/9pc1+2CXf/OWry0BbMm1v6r33UldXB4DNVsHIkSM1y781OZna2hoAKisrGDN2rGZ5UtJ4amqqBySmTstvNhBqYq7oIWZbBWPGdIh5fNcxf/nFFyQm3gl885N1wsRJADQ01POXv7TFZLV2cxwrKhjRIaZJ7WK64GNMQoSKYHiGrU83Qjt96iRz01MAMJnMzJw1G7u9Coslvsf3bt1WwNz0FBYsXKQmCTFA/FSq2nfeBrogCxEKunsIykCfRz7V7FPnpFFT71A7IXftKOAn+XlevXfa9BkszFzM+nU/GsDdERp+vqq240fLF4AIJ/1R3gdy6HKv2+ynTZ/BshUrvR5dAvDzFzdz8qOPPA7xC7SO/QknP/qIUaNGq9N19fWa5Z98fJqEhMRvltfWapZ/+ulZrNZE+qKnmLyKuV0J/OTj0yS0i6murkPMZ89iTew6Zrvdrpl2d7wOHz6i25hGj/4mpvo67XE88/FpxvYhJiFCTaDa8Pt0UVVdbS0mk9nr9S2WeNbn5ZObs7pTcgyUadNnYDKZ1dEp0NZBWlNTrXaALsxczFtvvqF53+lTJ9UO0IwH57G/aK9meXlZWacO0P6KyeeYb1azT5/uIebyrmNOnZPG6VMnqbR9c83EZ5+dUzttO8akABdsbTG5O20XZi7m0KEOx/H0SbXT9u8enMcBDzHN7uVxFMKffKmVB+KXb686aE+UlrB50wYKC14mJ/cZnz5w+YpVWBMTKSx42c+72rWc3Gf4xUubqKy0YbdX8dyza8lama12gP4g+zGK9u1Rx3u7L4rKXLQEgHnzF1JdXc3OHduBtqGWhQXbeGJNzs3jVqUeN4CLFy5worTE48Vm3sbUq5hd7WJesJBqezU7C9vFvH0bT6zO8RjPhImTSJ2TxktbNmK3V1Fps/Hj59bzr+vytDFv2USlrV1Mq7LVETyr/uEx9u9tF9PGtuO4sJuYdnQTkxDByNek3912+pNPyd7dQTs3PYVdOwrIyX1GHWnji5d+8cugGmGx5slcUlLmMHniOBLHjsBstvAva9ery6dNn8GGjVv4+yWZmGKNHH/3bXb/+nfqcoslntffKGbLphcxxRp5LHsle4oOqon3/Gfn1OMGUFiwjbnpKeo4/d7E1C8xv1nMls0vYoppF3OH0TTtbd/xKyptFSSOGcHffGc6y5avVL88oG18fErqzZjGjMBs8RDTpi38t8WZmGOMvPfu27zSIaY/vFnMS5tfxBxj5B+9iEmIYNUfybo/2/CVmnqH9KOFk34oOd2NKPD2/UJ0pNcpGHQKTpcTl8tFo6MFvcFAZIQeXG0NH06nC0dzCxEREURH6GlqaUFBwYWLxqZW9Ho9ep2O6Eg9tQ030On16HQ6oiL01F9vxGAwoCja0hth0OFyOtXppuYWUHTodLpO8Sm4cDS1xeWt/mqjd593xm72pTvyDFrhs75+X7jfL0lfuCkKGPQKtgtfcPXKFcymoRgjIxlqthBpiObsufM4GhsZGhcLKNx+xx24WhRKPjjBLTExDI2Lw2Ieii7CSGxMLPXXGrFfvYJLF8GwYcNwOuHcp58ybtw4IiIj1c+NitBR23CdS5cu0dLcDMAdtw+j1aUQGzcUvV6vrutyOWloaODrK1cZNWo0Bi8TfschlXqdgk6BG45mdRvd3Ua8PRfQ2trCuU/PMm5ckmZfehLeyd7pxHX8PSgvD3Qk/hGkt6P0Nekr90yAWd8Bndy0dbDQ6xQaGq7x1eXL3HX33UQYIrBXXeXrr79myJhRKC4nCQlW9AYDV69e4fq1a0TE3kJUdDR/fddd6PUGIvVw7vzn3HXXXbicTpqbm2l0XGPo0KEYI6JoaW7SlDWDXuHajUYqbTbutCYQERmJToHq2npamm7gaLxOXGwsCqDX62i43ohep2AZGkfUzV8VKDqiIg04nU4UBZpbWlEUHQa9DlwuFAUam1pQFB1GowFnqxOd4uKLr77G4XCQmDBGPQFuNDWj1xuIitCr27vhaEGv0xFlNNDa6sTpcuFsbdu3KKMB3c12HkdTCwaDQf0iud7YhN4QoTnGYZ3sXcffw/nYPwY6DOEjF6D75Vb4m5mBDkX0F5eLuro6YmNjiY6KRm8wcOttt+NobKThRiOxMbcQEx2JzmBAd9ttN2vETnQ6HRERkURGRqJXnLS2tNDc3EyEQU9dw3XGjh6BvaqKmOgRnSoVCvCXv3zNmNEjabjeSNUXXxIXewuXLv+FpHF3c+GLL4mLjeOWIUa++uprWlqaSbRa+bOtkv+8chWzeSgudJjNJj7//M+4XC5GjRhOo6OJoXGxfPanPxMREcGweDNR0UNobo7g/J8+Z/iwW7nyn1cYN24cjY1NfHb+PDG3DAFg1OjROJpa+ez8n9ApCnfcPgx9RCQup5FPz31GdHQUtw+7FVNcLM1NzZz/vAK9rm09l6InZkgUZz/7E83NzUxOnqLZ37BO9kKI4OB0unC5nEQajSg6BUVRiDJGftOMom+g7Ow5Ym6JJi42jsioaGKGRGu2YdDrceGiubkZg76tzV1niMTZWktLa4uHz3TicDQSHXU7tsrz3JloxeFo4vbbhuFCQaco3H77MHC5uNF4gVGjRtLc0radESNHERWp5+y58wyNi2XM6FFERUWh1ylc/uw8BoOB5uZmEu+8k+hIA5e/+orISCOxsbHcOmwY1bV1OFtbuHK1ipiYtnn1dXW0Njdjr6vHYIjgjhEjiI2O5NLly1Q7ITo6mjtGjMBo0DEkOoobN64zLN6M2WwGXFTYKuG227h+/TrjksZ32t+wTvbKzO+01RDLygIdih93OtABdOZzM86EiTDz2z6+SwSzFqcT09A4amrrcTpdGCOVtlp6UyO3DBmCyWTGbLag4KTx+jUuX7rEX935zcV2ep1CS2srjY0OIiIiUJS2LwwUPbcNu5XG69dpadEm/OYWJ8NvG0ZtfQPD4i0oOh06BYxGI1euXMViiccYYeDPtotER0djGmqisfEGMTExRBojMeh1xMbcgl6v5+IXX+J0Ohk9YjhNTU0AxMTGEhlpRG9QqK9vwJoQT1SUkabmFhxNTbS2toLLSfSQti+u6ChjW9MPLqKiooiOikKnU6ivryc6egjRQ24hOioKveLiRqOD5pZqrlytorq2ru29AIpCXFwcUVFRnY5xWCd7dDqUWTNhVhg2BwRB0ncn+SAIRQSYouhoaYVbLSYi9QrO1hYuXPyCVqeTYfEW9DqFmNhYFBSuXq1CURQiIgyMHT2S6Eg9uFq5dPlroqOjiYiIAFfb6Bq9Xo+CjubmBpqbm3C5vqlaKDodTnS0tjgwGo3U19bgaGrGXl2LyWzitmEWmpqaiNDDiESrOvKlbZSOAgrUNzTgaLxBbMwtxMfHq78oAPQ6nVq2o6Oj0el0NDQ04Gh0EG+x4FL0mE2mmz24rVy5chWDIYIhQ6IxGlsx6FzYa+tpuH6DO+64A5errZO4qbmZKns1d9/1V5jNJmJj47jhaOLG9evodLq2ffYwSie8k304a1+d9nO2lVE4oiNFUTBEGmmosmO78AmKohBpNGJNsKLT6/nii4vUn/8caEvgo0ePoaq6jrPnzjPk4pc3k38ECQlWdHoD9fX16tBEnU5PXUMjBkOEpqgrikL0kFtoamrmi0uXcTqdGAwGzBYzt912GzccLfzp/HmuXbtGdW0DBoOeW2Ji1GGXDdcduFC4dqOJ/7xylYbrN8Dl4tr1GzRcu4HeYMB1cz2zaSi2i19SVVVFdFQUf32nlZqaamJiYtWr0t3xu1wuKm0XwPUlOp2OsWOtoI/kYqWNiMgr6BWFyMhIUAx88eWXOJ1fouh03DpsGE3XW7ocJSTj7IUkexE0Wltb25o3uPkFcDNht7S04Lw5Fl5RQK9vS2jNzc1qLbb9+k6nU03eAE5nKy0trWoTT3tOp1P9TECtHbtcLlpaWnC5XNpavcvVlshvLtfr9bS2tqrrOJ3Om30NLvT6tvVcrc1UV9uJi4sjIiKSRoeDs5+eY/w9E9RtcjN+oK3J6eY8d03d3QylKAq4XBgMhpvz2kbg6/Q6cIHz5rKOJNmHuwC3oUjhE+GgtaWFi19c5Nq1a+j1epzOtnb5MWPHej1e35P2p29P55Ik+3AVhA3lUhDFYNba2kKrs12fQbuafF94m/ClzV4EDbmyVgxmer0B90jSgSrj3Z1DcgliOArCWn3H8II8RCH6pD/Lt6fE7mn7kuzDUYhUnSXhC+Edb+6PL8k+XAXJcwNddB+KJHwxWA1E2e5uRLUk+3AXoITvKcFLwhfhZqCbLNtv//8DL+DOaP1DDZ8AAAAldEVYdGRhdGU6Y3JlYXRlADIwMjUtMDgtMTZUMTQ6MzQ6NDQrMDA6MDAnOUliAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDI1LTA4LTE2VDE0OjM0OjQ0KzAwOjAwVmTx3gAAACh0RVh0ZGF0ZTp0aW1lc3RhbXAAMjAyNS0wOC0xNlQxNDozNDo0NCswMDowMAFx0AEAAAAASUVORK5CYII=" referrerpolicy="no-referrer"></p><p><span>猜测二进制数最高位的1就是exit(1)的1</span></p><p><span>验证猜测:</span></p><p><span>将exit(1)改成exit(0b1011),0b1011指的是1011是以二进制数表示的,运行结果:</span></p><p><img src="data:image;base64,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" 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" referrerpolicy="no-referrer"></p><p>&nbsp;</p><p><span>猜测是正确的</span></p><p><span>进一步分析: 子进程的退出状态(退出状态的定义参见</span><a href='https://zhangcoder.blog.csdn.net/article/details/149980273?spm=1011.2415.3001.5331'><span>OS23.【Linux】进程终止</span></a><span>文章)可以通过wstatus的值知晓,例如: </span></p><ol start='' ><li><p><span>子进程是否异常退出</span></p></li><li><p><span>如果没有异常,那么运行结果对吗?</span></p></li></ol><p><span>3.如果运行结果不对,那么原因(看退出码)? 不同的退出码表示不同的出错原因</span></p><p><strong><span>显然*wstatus要拆分成多个部分(位图)</span></strong></p><h5 id='wstatus的位图的详细说明'><strong><span>wstatus的位图的详细说明</span></strong></h5><p><span>glibc 2.9库的</span><font style="color:#1a439c;background-color:#eaf4fc;"><span>bits/waitstatus.h</span></font><span>中有wstatus各个位的说明:</span></p><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp" style="break-inside: unset;"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation" style=""><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><div class="CodeMirror-gutter-wrapper CodeMirror-activeline-gutter" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-comment">/* Everything extant so far uses these same bits.  */</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span cm-text="" cm-zwsp="">
</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span cm-text="" cm-zwsp="">
</span></span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-comment">/* If WIFEXITED(STATUS), the low-order 8 bits of the status.  */</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" class="cm-tab-wrap-hack" style="padding-right: 0.1px;"><span class="cm-meta">#define<span class="cm-tab" role="presentation" cm-text="	"> </span>__WEXITSTATUS(status)<span class="cm-tab" role="presentation" cm-text="	">   </span>(((status) &amp; 0xff00) &gt;&gt; 8)</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span cm-text="" cm-zwsp="">
</span></span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-comment">/* If WIFSIGNALED(STATUS), the terminating signal.  */</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" class="cm-tab-wrap-hack" style="padding-right: 0.1px;"><span class="cm-meta">#define<span class="cm-tab" role="presentation" cm-text="	"> </span>__WTERMSIG(status)<span class="cm-tab" role="presentation" cm-text="	">  </span>((status) &amp; 0x7f)</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span cm-text="" cm-zwsp="">
</span></span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-comment">/* If WIFSTOPPED(STATUS), the signal that stopped the child.  */</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" class="cm-tab-wrap-hack" style="padding-right: 0.1px;"><span class="cm-meta">#define<span class="cm-tab" role="presentation" cm-text="	"> </span>__WSTOPSIG(status)<span class="cm-tab" role="presentation" cm-text="	">  </span>__WEXITSTATUS(status)</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span cm-text="" cm-zwsp="">
</span></span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-comment">/* Nonzero if STATUS indicates normal termination.  */</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" class="cm-tab-wrap-hack" style="padding-right: 0.1px;"><span class="cm-meta">#define<span class="cm-tab" role="presentation" cm-text="	"> </span>__WIFEXITED(status)<span class="cm-tab" role="presentation" cm-text="	"> </span>(__WTERMSIG(status) == 0)</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span cm-text="" cm-zwsp="">
</span></span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-comment">/* Nonzero if STATUS indicates termination by a signal.  */</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#define __WIFSIGNALED(status) \</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;<span class="cm-meta">(((signed char) (((status) &amp; 0x7f) + 1) &gt;&gt; 1) &gt; 0)</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span cm-text="" cm-zwsp="">
</span></span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-comment">/* Nonzero if STATUS indicates the child is stopped.  */</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" class="cm-tab-wrap-hack" style="padding-right: 0.1px;"><span class="cm-meta">#define<span class="cm-tab" role="presentation" cm-text="	"> </span>__WIFSTOPPED(status)<span class="cm-tab" role="presentation" cm-text="	">    </span>(((status) &amp; 0xff) == 0x7f)</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span cm-text="" cm-zwsp="">
</span></span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-comment">/* Nonzero if STATUS indicates the child continued after a stop.  We only</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; <span class="cm-comment">define this if &lt;bits/waitflags.h&gt; provides the WCONTINUED flag bit.  */</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#ifdef WCONTINUED</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" class="cm-tab-wrap-hack" style="padding-right: 0.1px;"><span class="cm-meta"># define __WIFCONTINUED(status)<span class="cm-tab" role="presentation" cm-text="	"> </span>((status) == __W_CONTINUED)</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#endif</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span cm-text="" cm-zwsp="">
</span></span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-comment">/* Nonzero if STATUS indicates the child dumped core.  */</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" class="cm-tab-wrap-hack" style="padding-right: 0.1px;"><span class="cm-meta">#define<span class="cm-tab" role="presentation" cm-text="	"> </span>__WCOREDUMP(status)<span class="cm-tab" role="presentation" cm-text="	"> </span>((status) &amp; __WCOREFLAG)</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span cm-text="" cm-zwsp="">
</span></span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-comment">/* Macros for constructing status values.  */</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" class="cm-tab-wrap-hack" style="padding-right: 0.1px;"><span class="cm-meta">#define<span class="cm-tab" role="presentation" cm-text="	"> </span>__W_EXITCODE(ret, sig)<span class="cm-tab" role="presentation" cm-text="	">  </span>((ret) &lt;&lt; 8 | (sig))</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" class="cm-tab-wrap-hack" style="padding-right: 0.1px;"><span class="cm-meta">#define<span class="cm-tab" role="presentation" cm-text="	"> </span>__W_STOPCODE(sig)<span class="cm-tab" role="presentation" cm-text="	">   </span>((sig) &lt;&lt; 8 | 0x7f)</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" class="cm-tab-wrap-hack" style="padding-right: 0.1px;"><span class="cm-meta">#define __W_CONTINUED<span class="cm-tab" role="presentation" cm-text="	">   </span><span class="cm-tab" role="presentation" cm-text="	">    </span>0xffff</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" class="cm-tab-wrap-hack" style="padding-right: 0.1px;"><span class="cm-meta">#define<span class="cm-tab" role="presentation" cm-text="	"> </span>__WCOREFLAG<span class="cm-tab" role="presentation" cm-text="	"> </span><span class="cm-tab" role="presentation" cm-text="	">    </span>0x80</span></span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 829px;"></div><div class="CodeMirror-gutters" style="height: 829px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><p><strong><span>__WEXITSTATUS: 退出状态</span></strong><span>,在wstatus从右往左数的第二个字节,即</span><strong><span>退出码</span></strong><span>,前提是__WIFEXITED(status)为真,</span></p><p><span>(((status) &amp; 0xff00) &gt;&gt; 8)只要从右往左数的第二个字节</span></p><p><strong><span>__WTERMSIG: 终止信号</span></strong><span>,在wstatus的低7位</span></p><p><span>((status) &amp; 0x7f)中0x7f的二进制表示为0111 1111,只有低7位为1</span></p><p><img src="data:image;base64,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" referrerpolicy="no-referrer"></p><p><strong><span>__WSTOPSIG: 和退出状态是同一个意思</span></strong></p><p><strong><span>__WCOREDUMP: COREDUMP标志</span></strong><span>,在wstatus的低8位最高位</span></p><p><span>((status) &amp; __WCOREFLAG)==((status) &amp; 0x80),0x80的二进制表示只有一个1</span></p><p><img src="data:image;base64,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" referrerpolicy="no-referrer"></p><p><span>注:</span></p><p><span>1.core dump 指的是核心转储,也可以称之为 &quot;吐核&quot;</span></p><p><span>操作系统在进程收到某些信号而终止运行时,将此时进程地址空间的内容以及有关进程状态的其他信息写入到一个磁盘文件中</span></p><p><span>目前只需要知道: 该信息是用于调试的</span></p><p><span>2.信号的编号从1开始,因此只需要检测中止信号字段是否为0,就能检测是否异常</span></p><p><span>其他宏:</span></p><p><span>__WIFEXITED(status)检测进程是否正常退出,如果进程正常退出,则宏值为真;如果进程异常退出,,则宏值为假</span></p><p><strong><span>提醒:前面也可以不加下划线,&lt;sys/wait.h&gt;含有不带下划线的版本的宏</span></strong></p><p><img 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" referrerpolicy="no-referrer"></p><p><span>(摘自</span><a href='https://www.gnu.org/software/libc/manual/html_node/Process-Completion-Status.html'><span>https://www.gnu.org/software/libc/manual/html_node/Process-Completion-Status.html</span></a><span>)</span></p><p><span>其实 </span><font style="color:#1a439c;background-color:#eaf4fc;"><span>/usr/include/sys/wait.h</span></font><span>中:</span></p><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation" style=""><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><div class="CodeMirror-gutter-wrapper CodeMirror-activeline-gutter" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-comment">/* This will define all the `__W*' macros.  */</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta"># include &lt;bits/waitstatus.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span cm-text="" cm-zwsp="">
</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" class="cm-tab-wrap-hack" style="padding-right: 0.1px;"><span class="cm-meta"># define WEXITSTATUS(status)<span class="cm-tab" role="presentation" cm-text="	">    </span>__WEXITSTATUS (status)</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" class="cm-tab-wrap-hack" style="padding-right: 0.1px;"><span class="cm-meta"># define WTERMSIG(status)<span class="cm-tab" role="presentation" cm-text="	">   </span>__WTERMSIG (status)</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" class="cm-tab-wrap-hack" style="padding-right: 0.1px;"><span class="cm-meta"># define WSTOPSIG(status)<span class="cm-tab" role="presentation" cm-text="	">   </span>__WSTOPSIG (status)</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" class="cm-tab-wrap-hack" style="padding-right: 0.1px;"><span class="cm-meta"># define WIFEXITED(status)<span class="cm-tab" role="presentation" cm-text="	">  </span>__WIFEXITED (status)</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" class="cm-tab-wrap-hack" style="padding-right: 0.1px;"><span class="cm-meta"># define WIFSIGNALED(status)<span class="cm-tab" role="presentation" cm-text="	">    </span>__WIFSIGNALED (status)</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" class="cm-tab-wrap-hack" style="padding-right: 0.1px;"><span class="cm-meta"># define WIFSTOPPED(status)<span class="cm-tab" role="presentation" cm-text="	"> </span>__WIFSTOPPED (status)</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta"># ifdef __WIFCONTINUED</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" class="cm-tab-wrap-hack" style="padding-right: 0.1px;"><span class="cm-meta">#  define WIFCONTINUED(status)<span class="cm-tab" role="presentation" cm-text="	">  </span>__WIFCONTINUED (status)</span></span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 253px;"></div><div class="CodeMirror-gutters" style="height: 253px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><p><span>所以WEXITSTATUS(status) == WEXITSTATUS (status)、WTERMSIG(status)  == __WTERMSIG (status)、......</span></p><p><span>可以得出分布图,其中一个格子表示wstatus的1个比特位:</span></p><p><img 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" referrerpolicy="no-referrer"></p><p><span>可以分两种情况看上面这个图:</span></p><p><span>1.进程正常终止</span></p><p><img src="data:image;base64,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" referrerpolicy="no-referrer"></p><p><span>2.进程被信号所杀</span></p><p><img src="data:image;base64,iVBORw0KGgoAAAANSUhEUgAAA68AAAC4CAYAAAAMo9pXAAAAIGNIUk0AAHomAACAhAAA+gAAAIDoAAB1MAAA6mAAADqYAAAXcJy6UTwAAAAGYktHRAD/AP8A/6C9p5MAAAAHdElNRQfpCBEKAjFLNXy/AAAAAW9yTlQBz6J3mgAAbAlJREFUeNrtnXd4VFX+/9/TJzPpCQRISCAUAWEBxe6KoiIL1hVdG5ZdEHtbFve7uviTtYJ1XQv27uqi4ro21obSrCiIgPQaWkhImV5+f/Ccu2duzr0zkwQmA+/X8+RJcsvp95zzPp9TLPF4PA5CCCGEEEIIIaQDY810AAghhBBCCCGEkGRQvBJCCCGEEEII6fBQvBJCCCGEEEII6fBQvBJCCCGEEEII6fBQvBJCCCGEEEII6fBQvBJCCCGEEEII6fBQvBJCCCGEEEII6fBQvBJCCCGEEEII6fBQvBJCCCGEEEII6fBQvBJCCCGEEEII6fBQvBJCCCGEEEII6fBQvBJCCCGEEEII6fBQvBJCCCGEEEII6fBQvBJCCCGEEEII6fBQvBJCCCGEEEII6fBQvBJCCCGEEEII6fBQvBJCCCGEEEII6fBQvBJCCCGEEEII6fBQvBJCCCGEEEII6fBQvBJCCCGEEEII6fDYMx0AcmBRW1uLmpoa9OrVCzk5OYbP1dTUoLa2Nql7lZWVyM/Pz3S0CCGEEEIIIXsZileyT3nppZdw44034ptvvsGwYcMMn5s2bRoeeuihpO69+eab+O1vf5vpaBFCCCGEEEL2MhSvZK/z7LPPYtWqVQCAb775Jq13//KXvyA3N9fw/sEHH5zp6BFCCCGEEEL2ARSvZK/z2muv4eOPP27Vu9dffz06d+6c6SgQQgghhBBCMgzFK9nrvPzyywgEAgCAZ555Bn/7298yHSRCCCEAGhsbMWjQIOW9K6+8EjfffHOb/XjnnXdw/fXXJ32uvfwjhBCy/0LxSvY6ZWVl2t/FxcWZDg4hhBAAy5Ytw5YtW1BRUaG839jYiHnz5mHIkCHwer2t9qe5uRnr16/HgAEDUFRUlHBvyZIlCAaDGDZsGAoKCjKdJIQQQjo4FK+EEELIAcjkyZPxxRdfYPfu3cr799xzD4499lgsXrzY0DqbDtOmTcOYMWMSrv3617/Ghg0bMHfu3EwnByGEkCyA4pV0eJYvX45HHnlE+//hhx+G3c6iSwghhBBCyIEEFQDp8GzatAmPPfaY9v8DDzxA8UoIIYQQQsgBhjXTASDEjL59++Khhx5CXV2d9lNZWYlLLrkk00EjhBCSAmPHjkVdXR1GjhypXXv22WdRVFSEKVOmYMmSJZkOIiGEkCyB5ivSIRkwYABGjx4NABg8eDAKCwu1e0cddRQKCgrw/vvv45BDDkGXLl0yHVxCCMk6hg0bBrvdjvfffx+VlZUYOHAgAMDv9+Ozzz5DJBLB6NGjkZeX1yZ/nE4nnE5nwrVgMIj6+nrk5OQgPz8/00lBCCEkS6B4JR2SCRMmYMKECcp7s2bNwptvvokxY8bgzTffxG9/+9tMB5cQQrKO2267DQ0NDSgoKMAVV1yBxx9/HACwY8cOjBkzBn/+85/x3nvvZTqYhBBCiAbFKyGEEHKAkpOTg5dffhkbNmzARRddBABwu914+eWXcfDBB7e7fz6fD5dffjkqKyvx8ssv46CDDsp0EhBCCMkiKF4JIYSQAxSHw4ELL7wQTzzxBF555RUAQGVlJZ5++um94l84HMYrr7yCK6+8EhdeeGGmo08IISTL4IZNpENy0003wWq1Yvv27ZkOCiGE7Lc0NDTAarVi8eLFiMViiMVi+PLLL2G1WvF///d/mQ4eIYQQkgDFK+mQxONxxONx5b3XX38d69evx/nnn4/u3btnOqiEEJKVzJkzB7NmzcJ5552HYcOGwWKxwGKxwOv14rzzzoPD4cBrr72G+vr6TAeVEEIIAcBpwyQLueSSS3Dqqadi5syZmQ4KIYRkLffddx+++OIL7N69O+F6SUkJXn31Vdxzzz244IILsHjx4oQd3wkhhJBMQfFK9jq33norfvzxRwDAmjVrAAA33nij1hk6//zzccEFFyS8M2HCBJx44om45ppr4Pf7E+69/vrrqKioyHS0CCGEEEIIIfsQiley11myZAm++OIL7f/8/HwsXrxY+/+YY45p8c6AAQMwYMAA3HDDDdixY0fCvZkzZ8LlcmU6WoQQQgghhJB9CMUr2eu88847rX531apVmQ4+IYQQQgghpANA8UoIIYQcgPzmN79BVVUVnnjiCeX9UCiEK664AsXFxZkOKiGEEAKA4pUQQgg5ILnqqqvQ0NCAgoIC5f0///nPePzxxzMdTEIIIUSD4pUQQgg5QPF6vQl7EsjsjaPIhH9du3bNdNQJIYRkIZa40WGahBBCCCEHMOFweJ/5ZbFYWlxTddFS7bbJ7pm9k6p78XhcGUbVtb2ZJsnSSR8f8b/RbyP3ZX/E30bvGPlpdk0fD5W/yeLWlnRMNW7yvdbmdbK0TtXtVNxJx722sq8lVFvi1Ja6pD3CabFY4HA4tPPE2wItr4QQQgjpkGzZskX7O5kYU4kSIbjkDpPVatXcUwmG1ojD1qIPg15IxOPxFn/L18zCooqTyj1VmhldM0o7fRq3Btk/fb6o/LBYLNo7sVhMi08sFtPcE9fF72g0mvC3uCfctVqtLf622Wwt/FPlhXBXjoscLvmemX8ijY3ckeNnVp5U11VlTS5zKoGvyhej8iuH26ysyXEW5Up/TVUWVWmsLxtG37sKs4ECozROdTChvYRhMoGf7JszKrNGdUkq6ZTKfX24nU4nioqK4HQ6Ybe3TX5SvJKsJNnHpq+M4/E4IpEIYrEYYrGY1miJ32aNpvg7lZHLZNfSed8srmYjx+1REbU2XHvbndaSjh/pWCHaEu/2fCedcLVHerdno6zqpLZHOOR7orOn7wAaNeByJ1Xlrqoz0Jp0MeoEpfO3UadNFhlGHWmjjouRENG7k2qHWpWv8jvyu2adqVQsbmadbr040KdZuvVpW79vI4EmI3fW9eXYLCzJ3DESF0bpZyReVQKktelk1A6b/Yg0kdtyfbmMxWJa+x+JRDQBGw6Htb6BiIOwDNlsNthsNlitVtjt9gT/VH7o+xN6//XfiFwW5R9ZLMv5IPunF91maSbfMyr7Vqu1RRlT1RGy6DTKG/27RnWE8Ndms2lxFvGXhY3eHX16qoS/nK6qOJt9c8ks+Kr8TdYOpFL+UxF/qufSsVaryqx8zehbTDVMZn1mWbyWlJQgNzcXRUVFre7vULyS/R5R2YXDYUSjUUSjUYTDYe2auG80ImnUkWvNaJjRh5qKuEt1ZLy1oirdTodRR68t7rRHRzGdDmiqz7ZmkKC1nbjWlBE5PMnSc2+J19YMZhiJrdZOnzT6HlTiNRqNtriWqn96y45R+ierI8wsYEZxUVkdZPGg77CJjqlRh0WE3yhfVJZAUWeqOuYq9/R/qzqARumpLzcqEWxkLTITr6pyl6xMpYtZHWDW3sikM+Bi5AcArbwblQOVZUvOS1m8qgZKVFazZOUglTRW+WcmXvVlUt/+h8NhTciGQiFN0Ar3nE6nJqrsdjusViscDof2bekHvmU/ZKuuSmzJ4lYWbbJY1os3lXvCH32/RS5DRv0Yo/yTy4b8DenLg/y+Pn/kukYltOXrIj3lAQJxTQwWyPGX012+pheqIg31wliuA/TppbL0qv43G7BQfUvJ6gCzeiGVb9rMHdWgntEAiGowzKw9M7Pem1n3nU4nfD6fdq2oqAitheKVdFiMOiRAYqMq0H/UopJvaGhAIBDA5s2b0djYiPr6etTU1KC5uRk1NTUIBAIIBAJaJeZwOLSGRDRa4pq+olZ1hlKZvmL2jH70Um6oRCUTiUQMG2qj0bRUw2bWuMnhMrLiqBo1lTtmjbw+T43Cqi8X+sbWaPTYrLNrFj+VUEnWyTbrKCcbFNGnob4MyXFWNaaqEX+jNND7bfRN6tMilZFn+ZronFmtVm36kN1uh9vt1q6Jb83IUmQUBhFn4H+ddQAJnULxbYswyFYO0amNRqPa38I6I3f+jfJN/Ai3hX9y50xlVTEqi2ZWHjPRqb9mJlDkvDKbwifcEe/4fD4sWbIERUVFKCwsRGFhIWw2W8rlychaou9kq+JnNMChKm9yuqlETTIrpl50G9WzsjtG7YO4pi/TRnWgUZroBYS+LKmu6UWJfE0Vd32a68tOKu2N6rdROVWltWjrxDcp2kJ5FpVsrRNpI/4WItBo4MSsTMplX/5mk1le9XHR55UsulWiTMTV6Ns0EgepWhf1eWSUDmZlwgi5rtGXNf3fRmVan15G3wgATbyq0KedfkBCro9lsWzWRxJ5EwqFEAqFEIlE4Pf7EYlEEAqFEAwGtXCq6oBU+4uqPDMa3DQarFYNcpr91pdt1SCNQLRpKsu5PBCiD7fD4UBBQQHKy8tRVFSEgQMHorCwEJWVlUgXileyTxGdHjEKqprGq+9UqDrj4poe+YMUzzc3NyMUCmHHjh1obm5GY2Mjamtr4ff70dDQoFVEcsdTfIhiCpE8Kqi3coi/jUSo2UiU0TWRVmaVtlkHN5kwSXVkVo6fwKzxlitKfeOtd8dMOOrLjFFjajbAYVSpG5VL8Vs1bUo1vdHIP6N0Ncp7fd7o88iorMgY5YVqmqEq3Y3yRF8WVc8mmy6qykf5+xJiUlg8ZCuHKo3N/tZ3zGX/ZOuGPOJvJF5VHWWVyNHnezri1WiKntE3YfadqDAahTd73qzMyuFobm7Grl27EA6H4fP50NjYCIfDAY/Hk5B/qvKdbKBPJV6NwmUUr2RlQ/+NmLkhoxKB+v/NRLfsTrI63Gjwz2iWgll9ko54NetIm1mC9QMqyQSqUZrLP6r2XwzeymkkC1khaoRF1ShNVOkmwmO1WrU6JNV6Tx5wE79lQasqL2ZtufysUV4bpbVRe2/U70ilPlGlmVHaGvVF9PlmFj5VeTAqv0b1pMgXI2u6SrwaIU9BF9PP5b6sUfjFb1EujWb6pZKuRmltVL7M+iX68pLKYFQ6+a0aQAwEAmhoaEA8Hoff74fH40mr3AkoXsk+Q3z4wgLa1NSEcDiMYDAIn8+HSCSiCU1xXYxyiYoiFAolTPvVN76qikM0DqKSiUQiLaYNyx1rvdjSV6rJRjgF+o6MHrPGQnXPSJili6ohTmb9kNNTv/GFysKnz5NknVf9NTm+RhZaUabMOkhmnWJVGJJZL1R5oBI1qjKhCp9KmKeSV6mUHb3YMAq/nG9GA0pGHWpVWhvFVVUeVAMbRhY3o7yV3zUbkDG6Jnc4zQbKjISjqg6SBatKvKr8U3VmzeKnmupntr5MTlujwbZUOkvCfTFzpaamBgBgt9vh9XpRXV0Nl8ulDfyZlQ0Vqrw3swibdZBV5U4fFr07RhZFfUdY5LNwQy63+imkRjNl9PmX6uCEfM9ozaAcLiO3VfW1nMb66ZZGQs7sf/0Aj0CkSbI6x6x86gdVRXsQiUQMv5dU2gARZnFdVe/JaSMj53myWRyq8ql3UzVwmuqAoey2PPtEHsiTrxkNpKjaWzn++m9SX97k//XlLpVvVx8XfRmTy4xcdsTfcnz1s+nENSHezKYpqwYq5fSQRbA+LkaDaarBEL0/qjon2SCeKv3137A+rLKbIn/l91X9Yv23pF82oA9Pc3MzIpEIdu7cid69e8PtdqdUhvVQvJJ9ht/vR21tLVwuFwDgyy+/1CoLsfYkGAxqo1pCWBptsGA23UvVcTeaKqZqfATJGhnV/6rnjcSo/u9kjVEqIkkVJyMLgX5kTSXygJbr5ozSM9VGx0hY6Kco6sWyqlE16xQbDUKYdeDN0jVZA9SWQYVU8sqs46gSiWblRuVPKuvr9I2tUbqbiVvxv37aV6ri1+x5VTiSlQOzfFV1KozySO+PStzoO9xGbht13OWwq0a2xf8q8arqsJsNFKj+F36J6XIiTkKci6lzqiNmkg1CJBt8MFtbaWbpMauzVWm5bds2RKNR5Ofnw+FwtNhARqStbNnTd9zlNkY/AGKU90YdWDP0fujjrB+YMxPI+rIqwqMXwWZlNlldoy/7Rutu9c/p39WXVzncqo69fiquPvyqOkJOE6PBHjnfhbVWJX70a1WTfQf6tEtngEM1OCqXE32cjAY49AO0RnWJPh5G4dHHyaidUeW5kVsifMmm8ptNc5Vnw+jDJ6eLUdyMxKA+TVVl2qx9V9XVqv5SsrAb1f8iXeR4mLVzsr/6fpT826hvYbPZ4Ha7EQ6H23wEGcUr2WeEQiE0NjaisLAQALB161YASKjghWAVo5WyUNVX/kYCVFXBGIkLVcdV/7yZYBR/t1a8qvxLF1Ujomq0zASIPh6qStJM4KQiXvXpru80Cj/k63rRmsw/o463PKXHrCOsX0+q+ltvTTDC7L7RPVWlr+9AqMpLquLbLDyqgQw5X9Itm/rG3igcRoI8lU6Q6prZgFaq67n1aWzWmBtdU1lsVP4ZhVuVF2aCy6y8JHMnWX2mqktEXSyvCxQb2pgdTaH3x6gjpbeM69NTX770gl1Ol2TiVc/u3bsRjUbhdDq1uOnTQP+3ym+zcKnqaVW8kpV5Vb2vn8Iop4W+vJi5q6+L5TgYDbyYDSLIGKWjUZoYua8X6EaDM6r39VZwfbunKqdmA6CpDLqafQ9G1/VlI5WBDbN2S18v6Kc2q/LaqG5O1vaYlWUj8apfFmb2Daj6JbI7+niJb0Ml4pMN3On9VZVf/TVVvptZnuW/VfW1ahaRkd/6cKv6ikbiVdUXkd/RD3TJ1+V39D8i7c0GKFKB4pXsMyKRCJqampCTk4OcnBzcc889mQ4SIYSQVrB27VpMnDgRbrcbbrcbvXr1Qvfu3XHmmWeioKAAXq8300FsNVdddRXWr18Pl8uF3NxceDweXHPNNejUqRPKysoyHTxCCMk6li9fjvvuu09p7U6X5MOjhLQT8mh9ayyMhBBCOg5iYyvVdMhsRrYy2Gw2uFyuBKsCIYSQ9El1OUQyaHkl+wwxLbg9pgwQQgjJHPH4nk3wxHRhUbfvDwOT8hQ3l8sFr9erxZMQQkj6yGtf2zoYyJqY7DNS2WiAEEJIx8disWjn9FqtVvj9fvj9/v1iZo3YMFCsixM7lNLySgghrUcMCqrOqk4HileyT6FwJYSQ/QO5AxIOhxPO38xmku1ITwghJH1UG+i1Bk4bJoQQQkjaiKPLYrEY/H4/AoHAfrEkxO12IycnB06nE8FgEDt37tTOGCeEEJI+8m7PNputTbN0aHklhBBCSFroz2P0eDzIycnZL6bXirPGRfzko3IIIYS0Dnk2S1tm6VC8EkIIISRtxMi5xWJBXl4ecnNz9wuhFw6HNUurxWKB3W5vl6luhBByICOL17Zs3sppw4QQQghJG3FIvdVqRTAYhM/nQ0NDA1wuF5xOJxwOR6aD2Cqi0SjC4TCampq09bycNkwIIa1HtrS2VbzS8koIIYSQtNDvGCmmEYtdeveHY3NEZ0ts4LQ/7KRMCCEdgbZMG6bllewzRCeHU68IIST7cTgc2o84NicUCiEUCiESicDlcmU6iK3C7XbD6/UiPz8fxcXFKCwsRCQSQSAQQCgUgt1uh81my3QwCSEkq5DFaiQSafVsFlpeyT5DFFqOXBNCSHYjBiJtNpu2JjQej2vCNZun2FqtVthstoTNp4Qo3x8syoQQkmnEbJbWQPFK9ils9AkhZP9AFq9Wq3W/Ea82m00TrwC0eIm47Q/HARFCSKawWCxtWobBacOEEEIISQur1Yrc3Fy43W643W5N6Anhms3iVV7fKta8BgIBBINBildCCGklou7khk2EEEII2efImzXpf7IZeRdlMW04FotxyjAhhLQTPOeVZA37S+eGEEIOdKLRKAKBAJqbmxEOhxGLxRKEX7aSk5MDr9cLj8cDp9MJq9WqWQm44zAhhLSNttahrWpdYrEYJk+ejNdffz3tdzdv3ozJkyfjiy++SPvd7777DpMnT8Yvv/yivF9bW4vJkydj9uzZbUqUTPHtt99i8uTJWLlypelzH3/8MSZPnowdO3bs1fDs3LkTkydPxn//+99MJw0hhJAOht1u137i8Tii0SiCwaB2XE62IqysgUAAkUiEmw0SQkg7INa6ivahtaePtFq8Tp8+He+//37a727btg3Tp0/HN998k/a7P/30E6ZPn45169Yp79fX12P69OmYO3duqxIj0ySLn2D+/PmYPn06du3atVfDU1dXh+nTp2PevHmZThpCCCEdCIvFohSv8oZN2Sr2xDpXERdxjRBCSNsQ9Wtbjs1s1YZNdrsdmzZtwnvvvYeKigq88sorGD58eKbTA1VVVdi0aROeeeYZVFRUYM6cOejVq1dablxxxRX4z3/+0yr/W+MfsGcL/urqavh8PgDABRdcgG7duuHHH39MeG7dunU49thj0djYCAAYPnw4DjnkkKSDCL1790YgEAAAPPnkkxg9enTSMJ166qmora3Fpk2bkJeX16r00LM/rYkihJADHf2GRqFQaL84z1scleNyuRCLxeDz+RAOh7lZEyGEtBKxO30sFkM4HE7YMyHd9qLVuw2Xl5ejqqoKvXv3hsfj2eeJEA6HMX/+fOW99evXY/PmzZg/fz42bdrU4n5hYSEGDx6sfLe2thZbtmzBcccdl3JY1q9fj3Xr1mkjtMn48ssvExrAaDSK3r17Jzzj9XoxZ86chGu7du1q8VxFRUVS/6qrqxEKhbSwCne7dOmCgw46SJmeBQUFKCwsRHl5eTrZQggh5ABBPxApWyuzedqw6FSJdbsiXuKcVwpYQghJHyFWM2J5FZxyyik45ZRTMpIAu3fvxvHHH2/6zMUXX6y8fsIJJ+DTTz81fM/hcODzzz9POSxTp07FbbfdlvLzp5xyCvx+v/a/0+lEMBhMeGbHjh3o3LlzwrXevXsnXQ+rQl4DPHbsWFx11VUAgMsuuwzPPvssgD1ThOX0/Prrr3HYYYel7VcyaHElhJDsR3RAxPmuYlOjXbt2oVOnTigoKMh0ENsUN2DPLDOxRqu+vh4OhwN+vx+5ubmZDiIhhGQVesurQNS36YjZlMXrDz/8gMcff9zwfm5uLu6//37t/3vuuQdr165t8dzOnTsBADNnzmyx8dK4ceNw7LHHtngnGo3iqquuQklJCWbMmIEBAwYgNzcXM2bMaFUCduvWrVXvtSdDhw7FFVdcAQCmuzKeeOKJOPfccwEA+fn5bfZ34sSJGDlyJIA9VuaJEycC2CPY5fTs0aPHXok3xSshhOw/iLWvAvl81GxFCPNwOKztnCxPG87muBFCyL7m0Ucfxfbt27XBzkgksm+mDa9fvx5PPvmk4f2SkpIE8Tpr1ix89dVXhs8vXLgQCxcuTLh22GGHKcVrLBbDk08+iUsuuQR33XWXdv3yyy/fi0m9d+nRo0dK4R84cGC7xvPkk0/W/n7uuefwl7/8BQDQuXNn/OMf/8h0shBCCMki9Mfi7A/HyQjxGolEYLPZtM2o9gdhTggh+5oPP/wQfr8flZWVWhvRlr0RUt5teMyYMWhsbFT+nHjiicp3evbs2eLZL7/8EgBw5513atfee++9TKfrAcNFF12EvLw85OXlYf78+VoefPXVV9r1vLw8fPfdd+3uNzdsIoSQ/YN4PK4diyNEnsPhgNfrhdvthtPpzHQQ24TFYoHD4dB2UxZ/22y2rD7Dtr2pr69HXl4ebrrpJsNnjjjiCBx11FF7LQwbNmxAXl4ebr/99nZ197e//S0qKysN70+fPh15eXlYtmzZXosbIfsDYg8Bm82m7UovBglbM9iZsuXVbre3WOexceNGLFq0CH379kWXLl1avGO1Wlu8IzZ3crlcyM3NxezZs7Fx40acfvrpykri22+/xcaNGw3DtWbNGvz0008pR3jkyJFwu92mz8RiMfz73/9O2c0VK1ak/KygpqbG0I/2ruTfe+89bfOMkpISjBgxAgAwaNAgLX+i0ah2HdgzTXzz5s0AgIMOOkjb2IkQmdWrV2Pp0qUYPnx4Vq9xI4Skj+h8iDWvNptNE3fZvNuw3JkS8aJwNaapqanFvh0yzc3NCVPL25tYLIampiZtY8r2IhAIoKmpyfB+jx49MGLECHzzzTfYvn172qduxONxvPvuu60KW0FBQYc45YOQdJDbhbYYsdpUm3z22We45JJL8OGHH7Z646ZLL70U/fr1M9xAadq0afjXv/5l+P5//vMfXH/99Sn7t2XLFnTt2tX0mUgkgjPOOKMtSZOUhQsXGvoxe/ZsDBkypN38Gjt2rHZUzsyZM/Hwww+3eKagoADvvPOO9v/hhx+uncV722234f/9v//XLmGh1XX/YtasWZg0aRK+++47HHLIIZkODiFkHyLEazQahcPhSLBOZrN4jUaj2posu90Ol8uFnJwcuN1uCliicc455+Ccc87BwIEDYbfb8cMPP6T1fiwWa3Vfc8iQIVi0aFGmk4CQtJDXubZlJma7DYU1NjZiwoQJGDVqFC699NKU33v88cfbtBHRqFGj8M9//jPl54uKikzv33jjjRg7dmyrwpLORlCHHXYY/vjHPyZc+/zzz/HEE08kXPvggw+wdevWpO6NGzcOY8aMAQD89NNPuOOOO7R7zzzzDGw2G4A903f0/t1yyy0YNGhQgnt33nkndu3aBQBYvnw5zjvvPDz44INJhX8yRCGlgCUyCxcuxEMPPdRmd/r06YO//e1vmY4OIQcE8lSwcDicsIPk/iBexTrXbF/Du7e499578dNPP+Gf//xni2P89Kxfvx7nnXee8t748eNx0kknZTo6pnz00Ud47rnnlPc2bdoEi8ViGL8JEyYYLq8DgF//+te4+uqrUw7LpEmTMp0chKSFXrSKXdxbW7e2WrzKZ53FYjH4/X7MnDkzYfqw2ORARn4nGo3i1FNPVTZy8jlAYo60ir59+6Jv376tioMq0Y444ogEgdeadJERolFPRUUFfve73yVc8/v9LcTrypUrsXr1amW45alZRx55pHZ/+/btmDlzpvb/888/r5wqvXbtWrz++usYP358C/Eqb+w0depUzJw5E1OnTm2TeKVwJUZs3LgRr7/+uul0w2g0mnD2our+kUceSfFKyD5EbNgkOiL7A6KNpXA154svvsD8+fPx0ksvKe/Lxyk1NjYm9Evk+yeccEKHEq/6/iewZ4mMPvx6jO6feOKJpuK1R48eLfqDZkydOjXTSURIWoh+nVyXtsX62qq5L5FIBHa7HZdddhkAYPTo0RgwYAAikUiC9WTNmjXaZgfiR5wdOnnyZO2aqtJ65513YLfbMXbs2IQzUduTiRMntghfe/+kYjU147rrrkMkEkn4EVN4f/75Z+3aDTfcoL0zYsSIhOeTrfFNxpQpUxCJRFo9SCDDTgAx480332xR3iORiLbu/aabblLej0QiqK6uznTwCTlgEFNqHQ4HXC4XgsEgAoEAQqFQwuB2NpKTk4OcnBy4XC4AQDAYhN/vRyAQ0I7LIcm5++67Ybfb8dprrynr7M8++yzTQVTyyiuvwG6345prrsGOHTsAAFdddZVh25PsZ8KECZmOEiEZRRgmhIFP/B2NRveN5fWLL77AunXrMG7cOKxZswbz5s3DiSeeiKqqKrz00kvo16+fJlDz8vJw5plnYsmSJfjhhx9w+umnt9jURTVS9dprr2HLli0YN24cqqqqTMOzfPlybW1mKowdOxY5OTkA9lgrVZsMxGIxvPLKK+jVqxeOPvrotBNVRvi1r5g5c2bKYn/BggUAgI8//hg1NTUpvVNSUoLRo0e3OnzyaDbp+Hz++eemG6aJXanfe+89LF261PC5ww47DP369ct0dAgh7YQ8Yi7qdDGjqrUdko6EPM2NR+QksnbtWsydOxcHHXQQunfvDmDPxpVff/01Ro0ahZycHLz99tuma0DffPNNbN68GePGjUOfPn1S8vfTTz/Fjh070rJSEkI6DnI9uk/XvD766KN46623EA6H8eKLL2LevHn405/+hGHDhqG0tBTXXXedJl47d+6MF198EX/729/www8/4N57723Rgf34449b+DF+/HiMHDkSb7/9NgAkrKPRM3v27LQ2bDrppJM0QfmHP/wBf/jDH1o8EwqF8Morr+DXv/614RqHjso111yDbdu2pfXOvffem/Kzw4YNa7V4FYVUrCciHZ+HH34Ys2bNSvrclClTkrpD8UrI/oW8YZOo18PhsPZ/tiKmuAnrgLz+lQIWmD9/Pi6++GK89957Wn/gk08+wdVXX425c+eivLwcF198sakbN9xwA6qrqzFnzpyU/b3vvvuwcOFCildCsgxRp8oDm/Kg4F47KmfBggWYOnUqRo8ejd///vct7ufl5eGDDz5IailNhVmzZqG0tDSlZ88444y0prMWFxeb3r/rrrswb948fPDBBygvL29zXIyYP38+fvOb3yRcE0fTtIXXXnvNdMt6mf/+97944IEHcNddd2Ho0KEpvdPW41DE2YB7c9t80n5MmTIFEydONLz/1ltv4amnnsIjjzxiumFH//79Mx0VQkg7Eo/HEQgEtONxxE7D+8NZ3oFAAIFAAOFwWDvvVVhiD2Ti8ThGjx6NLVu2ANjTPjzyyCMA9py1CgB//OMfUVVVhQ8++EB77+6770Z+fj4ee+wxPPvss/jXv/6FBx98ULPadhRisRjGjBmjxU/FTTfdlPK5roMGDcK0adOSPvfJJ5+06A+asWHDhqQbZBHSkRB1p5h1uc82bKqrq8PXX3+NiRMnKo/FcTqdGDVqlPLdnJwcFBcXo7GxEbt370ZBQQF8Ph8CgQAKCgqQl5eX8Ly8WVAyqqqq2kUwCxYtWoT//ve/2gYEYsfdVCgoKDDcoMkoPfUUFxfD4XC0OvwnnHCC0i+Hw9HizF0xVfiwww7T1h0HAgH4fD7k5+fvNYFJy2v2kGxQQ0wVPvroo9vlqJympiblN1dXVwdgT/k0+iY5FZ2QfYeYRSMskvuTuBNtVCwW2y/OrW1PRL+luLgYa9euxZo1a1BXVwe3243i4mKsXLkSgUAgoT8oNtHbtWsXVq5cia+//hrPPPNMWic0pILf7zfts9nt9qSnW3z44Yem95ctW6bsuxn5Z4bFYkFxcTECgUDKbgJ7+tttOaWDkExhtGFTuqSsTkaPHo3a2tpWBXbSpEmYNGkS+vfvD4/Hg++++w5TpkzB/fffn9K5q/uacDiMkpKStN9bvnw5DjrooJSeHTNmDN566y3D+2KTgPagW7duGD16NN58882kzz7xxBO48cYb8fXXX2vTv9uTeDwOv9+f1aPyZO8xbtw40/uPPvooHn30UcP78m7nhJC9ixB5oVAIVqt1vxmUlJe46I94OJCxWCwt+oH19fUoKirC73//e8O6ed68efjxxx9RUlKCe++9t9V9yWQ8+OCDePDBBw3vH3fccWlNU1YhW5TbitVq3WtpQUhHQp42LO883Nr9BLJ+7uaPP/6IL7/8MuXnf//738Pj8Rje/81vfpN2B/ibb77BV199lemkaBcGDx6Ma665BnPmzMGKFStw0UUXtZvbonCGw+GULdTkwGL06NHKXYObm5vx3HPPYejQoTjmmGOU7xod10AI2XtEo9EE8SoslUZHWmUDonMlxLgQsLTAJvLuu+9izZo1uOaaa/DrX//a8LlXX30VNTU1uOaaaxAIBPCPf/wDl156aYvZYG1l2LBhCccG6jGbavvRRx9h5cqVuOaaa7BixQr897//bff0mjFjhukeLm2lvLwcZ5111l5zn5C9wT4957WjMGfOnLQ2bDr77LNNxatqPW8ypk6dut+I1xNOOAEnnHACDj/8cNTX17ereAX2FFKxjogQPRMmTMCZZ57Z4npNTQ2ee+45jBgxAvfdd5/y3ffffz/TwSfkgENMr7VYLNrApPjJVoRYDYVCAP53li3FayJPPPEE5s+fry3rMOKuu+6C3W7HDz/8gJtvvhm33XYbzjzzzHYXryNHjsSdd97Zqneff/55vPHGG4hGo3j55Zf3inidNGkSmpqa2t1dwfDhwyleSYcmHo+3WGLS4cXra6+9hlWrVuHoo4/Gaaedhvnz57dqeq6Kp556CgcffLDh/UceeQSvvfbavoxuC+6++268++67+PDDD1FWVmb43PXXX49ly5Zh/vz5bZpSfdddd+E///kPPvroI1P/VDzzzDNYt24djj76aMNdmVuD2LCJ6xM7Lscdd1zK0//ExhaXXXYZvF5vSu8cfvjhCedBE0KyE2FdjcVi8Hq98Hq9cDgcsNlsWS3yxDThQCAAj8eD/Px8uN1uOJ1OCljssVLefvvtGD9+vHbuvExNTQ3OPvts7f+//e1v2oyaq6++GmeeeSYuv/xy1NfXAwAmT56sHLTcF8ydOxeTJ0/GRRddlJIhZOLEiViyZElKbg8ZMgSPPfaY9v8nn3yi3IX7ww8/xNSpU/HAAw+YWo6TwXWwpKOiX98qL8XoENOGGxoaUFtbi5KSErjd7oR7paWl2L59O7Zu3Qqr1YouXbq02+jsoEGDcMQRRxjeT2W9595m9erVWLBgAQ477DDT81+XLVuGH374AUcddVS7+Hf44Ye3yItkDBo0CHl5edi6dSs2btyItWvXoqKiok2bSQkikcgB3/h3ZLZt25Z0alM0GtV2lwSAxYsXw+FwoKKiIqn7yUbpCSHZgRhBt1gscDqd2q682Y68ztVms8HpdGrW5P1pY6rWsHbtWvz8889YsGABJkyYgNLSUqxduzbhma1bt2Lr1q3a/wcffLB2KkRlZSUqKyuxe/du7ZkNGzZobng8nrQH29tCMBjE1q1bUVlZmZJwrK2tTYibGfq27vDDD1emZ3l5OXr27IlDDjmkzf0+QjoiKoHalj0E2l28Pv/887j++uuxcOHCFmLy5JNPhsfjwZo1azBp0iRUV1d3yA2byB569OiBNWvW4Pbbb0d1dTVWrFiR1rFEekThDQaDe3XdB2kbK1asSPpMTU1Ni50ie/XqlfIRAoSQ7MZqtcLlcmlrXMvKyjTLj9jsKFtxu93IyclBPB5HTk4OPB4PXC7XfmFVbgvxeDxhTwKjZVY9evRoIWj1zJs3T/v7iiuu0Kyep512Gv7973/vszideOKJWLNmTcrPz5w5s938jkajqK6uxrhx49IKAyHZht7qKm/a1GGnDc+dOxdz5szB2LFjNaF60kknwe1245lnnkGPHj3avLbyueeew8cff2x4f+HChe0Sl2+++QazZ8/GZZddhpycHDz22GOIxWK45ZZbDKdAr1u3Dq+88grKy8txyy23GG6fvnjxYrz77rs48sgjlUfepIrwr6KiooV/b775JlauXIk///nP7ZIerYFThrObl19+GevWrcMtt9yCr776Ch9//DH+8Ic/oGvXrrjzzjsxfPhwHHvssa1ye+bMmdrxOzKNjY0AgK+++spwTVN9fT06d+6c6eQh5IDBZrPBbrfDbrfD7XbD5XLBbrdn/dRai8WiiVRxfu2BbnEV3HLLLfjpp5/wzjvv4LzzzkOvXr1aPFNYWJjw/5NPPqmdoDBixIgW1sXRo0ejtLQUANCvX79MR3Gfs2TJkrTX6paVlWH8+PGZDjohKWEkUju0eP3ss88wZcoULFu2TKuYRo0ahVGjRqFbt27o169fm8XrjBkz9kVUMH/+fNx66604+eSTUVxcjFtvvRVTpkzBHXfcYfjOmjVrcOutt+Lpp582XTv6/fff49Zbb8Xs2bPTOutWz+rVq3HrrbfimWeeaTEy+tprr+E///lPRsUrjxzIbp599lksX74cW7Zswf3334+PP/4YV111FTweD/r374+pU6e2Wry+8sorpvfnzp2LuXPnZjoJCDngEQLP4XDA4XDA7XbD7XbvF+JV3nRKiPNsj1N7YLFYcMcdd+CVV17BO++8g3HjxmH06NFJ3/v73/+uDUree++9LcTr6aefjtNPPz3T0csYP/zwA3744Ye03hkyZAjFK8ka9P1+/YZNGVvzWl9fj2OOOQa/+c1vsHTpUvTs2RMbN27EqFGjMHbsWO2ans8//xw//vgjDj74YNx+++0YO3Zsq/x/7bXX8Ktf/crw/vTp0/H888+3OZ7jxo3DySefjP/7v/9DU1MTli5dik6dOpm+c8QRR2Dp0qWGB3KHw2EMGTIExx9/PJYuXYqqqqo2hfHII4809O+hhx7ClClTcPDBB+OEE05Iyb+rrroK55xzDnr06NGmcImjBkh28uabb2LKlCm47bbbMGTIkBb3e/bsiaVLl+L111/HwQcfjA8//BDdu3dPy49HHnkEI0aMaHF9x44dOP7443HZZZdh0qRJyndHjRqV6SQi5IDBYrFo1lan04lwOIxIJKL93x77I2QKu92uTREW+3LI63sPdE499VQsXboUlZWVKT3/zjvvIBgMAtgzc+fggw/GJ598kpXncl944YUpC81hw4bhhRdeMLxvs9mUM42ScSALfZKd6M9zzehuw0VFRRgyZIi2zsXpdKJz584YMGCAFjin04mysjLtmp6+ffuioaFB2xBBhcViwZAhQ5QVZadOnTBkyBAMHDjQ0A9gzwZEQ4YMaXODWlxcjOLiYuTn5yMej5v6KfB6vUmfczqdKC0tTcm9srIyDBkyxHATJjP/KioqUFZWlpZ/nTp1SirQyf5LLBbD4sWLsXnzZjidTvTs2VO59tnlcmHAgAHo0qULnE4nli1bBr/fn9Y66YqKCmWZrKmpAbDn+zMqs9ncWSYk27BYLLDb7S0slPvDOa9Wq1WLkxwfCtc9FBQUoKCgAMCedZvy7rt9+vRpsfO8PLVY9D9+/vlnNDY2ok+fPpmOTlqsW7cOq1atStp3SsWwASClPpgel8uV6WQgJKO0SbyedtppOO2007T/Fy1alHC/oqKixTUVw4YNM33Obrcb3j///PNx/vnnJ/Xjpptuwk033dRuCffSSy+1m1sOhyOldBJMnDgREydO3Gf+tRcctc5OAoEAhg4divHjx6dUbq688kpceeWV6N27N0pLS9ttvTkhpOMgBqeFlbVTp07Iy8uDx+PJ+iNl3G43vF4v3G43cnNztSOAOH24JY2NjRg6dKj2/9y5c3HMMccYPn/99dfj+uuvR/fu3VFdXY05c+ZkOgpp061bt6RtYbqzjgjZnxFWV1kHtKUu3afnvBJCAZtdvPDCC1i6dCmmTZtmOi1fxc0334ydO3di8uTJOP3001u9DpYQ0jERFkqHw6F1RKLRKGKxmDZNLBvre7lzJeJF6+ueDujNN9+ccM1isWDatGna//Lyok8//RQffvghAKBr16648cYbtXu33HJLi42dCCEHBvIyjA67YRMhJDuZNWsWZs+ejebm5rTfnTBhAr766isceeSRqKiooHglZD9DP73WYrEkCNdsRu5c6de7HsgCdvr06Qn/FxYWGp7dvXDhQu35wYMHJ4jXK664ItNRIYRkEFpeSdbQ2lEWsu/o0aMHIpEIAGDatGl49NFHW+3W0KFDsWnTJjzwwAOoqKgAABx33HF49dVXE/wbPnw4Nm3aZHjcFCGkY7N7927EYjGUlpZq61+zVeSJHZTFul1x3mtOTk7C9QMNi8WCTZs24a233sJ1112HF198ESeddJLh89deey0uueQSAMDKlSu1NgAAvv76a8NNLAHg6quvxjvvvJNwrba2FqFQKMEdAFp79cgjj5hukKRn+fLlyM3NTTsdNm7c2CIMerZu3ao8RihdzjjjDGzfvh0LFizA3//+d0ybNg3//Oc/09pLgpBMoxoIbMveCBSvhJAEevfurXUGKisrTTsYyXA6nSgvL0ePHj3Qu3dvAEB5eXnCM1u2bIHf729xPRk+nw/ffPMNevTo0eYdugkh6SE6H/KApHwtm9FbWbM9Pu1JeXk5+vXrh+HDh6Nv377o2rWr4bN5eXnIy8sDsGfvBNEGAMC3336LyspK5c71ANClS5eE5wG0+F+mNefDtrbj7HA4TMMCADt37myV23oqKipgtVoxZ84c7N69G71790ZFRQXPNCdZS3vMYKF4JfsE/TbZpOPy8ccft7ub1157La699tp2dXPDhg04/vjjMXXqVPz1r3/dV8lDCMH/NmyyWq2IxWItznnNZuukvBZL7Koci8W09bwHejt28sknp30Wfa9evfD5559r/yfbsOmvf/1rh63Xu3TpkhAXFe21YdOjjz6KtWvXorq6GrfccktSfwnpyMjClZZX0qGJx+MJ66AO9Iaf7OH555/HggUL8MgjjySdXlVQUIAZM2YkbBrVpUsXzJgxA1u2bMHEiRNxww03pHzuICGk7YjOh81mQzAYRDAY3C/qebGO1+l0atOfec5r+3LvvfdqVtmOxhFHHIEZM2Zg4MCBLe5NnjwZPp8vqRv33HOPdoxkWyktLcWMGTMSdnUmJJswmjbMNa+kQyI6MKIzk80dGtK+fP7553jhhRcQCoWSntHq8Xhw+eWXJ1wrLCzE5ZdfjilTpuDJJ5/E6tWrUV1dneloEXJAII+cW61WhMNhhMPh/aKOlzeiEpYBCtf25YILLsh0EAzp06eP4fmzZ5xxRkpuXHjhhe0Wnry8vBbtHyHZhmrju9bWqdk7r4dkFfrjE8j+wXXXXYfGxkbDdUtmzJgxA42NjUmFazJuvfVWNDY2JhzRQAjZ+4iNjZxOJ2w2m7bjcLYLvUgkgkgkApvNhtzcXHTq1EmzwLINI4SQ9NC3BxaLBTabjdOGScdFtrqy0d+/EJ3X1uByueByudocBqfTCafTmemkIOSAQz50XkyxFdezua4XQlzEJRqNZn2cCCGkI9Aeg5u0vJJ9Aq2uhBCyfyFEndVqRW5uLrxeL4DsF68ulwtutxsWiwWRSASBQEBrv7LdqkwIIZlELDlpi2GL4pXsE7hhEyGE7F+ImRd2ux1utxsul0tbJ5rNAi8UCiEUCmnThKPR6H5zDBAhhGQSlXhNF4pXsk/gtGFCCNl/0G/YZLfb94tjcoA9FuVoNKr9H4vFMh0kQgjZL5Bnr7RWF3DNK9mriIKp37CJIpYQQrKXeDyOUCik/d3U1ARgz7FWQNsOoM80oo2yWq1wu93Iy8tDbm4uPB5Pwg7EhBBC0kPs5M5pw6RDoz/nlRBCSPYjW1/FAKXYQTKbBZ6wDMi7J4sdiNmOEUJI27BYLG2qR7O3dSFZgd7ySqsrIYRkP0LciVH0cDiMSCSiTR8Wu/VmI0KUi3hYrVZtHawQsIQQQlJHDATKg5tc80o6NJFIJOG4AQpYQgjJXkQ9LmbVOJ3O/WbDJrfbjZycHG1DKofDAY/Ho13LZqsyIYRkEm7YRDo8suVVWF8JIYTsH4jRdLHrcLYLV+B/a7LEb7vdDqfTCYfDoVliCSGEpI/+uLHWCFhu2ET2KmJkvqmpSfsRm3wQQgjJTmw2G/Ly8rTNjLp27YqcnJyE6WDZisvlQk5ODvLz81FcXIyioiKUlpbC7XbD7XZn9ZRoQgjJNGLNK3cbJh0SUTCDwSDC4TCi0Sh69+6NwsLCTAeNEEJIG4lGowiFQggGg7DZbAlLRLIdEQdhKdBbDAghhLQOilfSYRGWV7/fj2AwiGg0iiFDhqB79+6ZDhohhJA2IHbhDQQCCAQCsFqt2iBlti8RkTtV8iYjFLCEENJ22nJUDsUr2auI6VVirZDFYsEnn3yinfEEJHYSROdA7iioOg3yu6KTJLtj9lv1nOoZgX7E3WgU3sgPvT/CjXQwio/8t6qzKPuj91OOT6phMwuHmTviOWGRkY9OkjfyEu+IqYdmFo9keW2UFqr7ydxIVrEalRGzdNaHyejHbJdulR8qv5Plrb7sqMp/Kvmh+obkb1v+kY8ikdcQivjqz4WW/zb7UYVTVa5U7qo2lZN3SJTdMfr+U8Gsbki1rMlh0MdPdsfIL6P00eer6juNRqNoamrC/PnztbWhZWVlcLlcKCwshMvl0taImqVRsm/V6P9k376q3jOqC1XfxI4dOxAOh7Fjxw788ssvLXbHFGkRjUa1vBBl2W63a2VbvzbWqBwbfeOqeOnzXy4HZvlv1Gbo2w9VGVHFT7VjqBwHM/eM8kVmzJgx6NevHwgh2Y/qO5fb+XSheCV7Ffm8PLHxRX19fcK0Mr141TfKohOgF6+yIJKvmXWikwlc/d+qzoL+mt4N8SHKHQMz4aG6rzoDS9/50LttJl7NOnDpiFdVOMzyXp/uKvEaiUS08KvEgapjphqwUHWWVHE1GrBQ/U4lnsJdIxFh1mFTbVpglE5yeTITq+mK12TfhSz4xN8qkaPPC32+yOd/yh1hOa/1nXk5HVIVsUbprv/fSLzq08SsLOrFQrJv1mwAxaysydeEn/IZpCohm4o7egGeqniNxWJobm5GQ0ODJl7FbsPiuBwRPr3fyb41owEZs7jIbqUyoKCvB1X1orzRYDQaRTgcRiwWSzjvVZQXcWSQOF5HlHF9esrlzahMq+JoJF5V5UD/nlmbmEy8ym2w8EcMSMhttcqdtorXrVu3orS0FMlIddDIyJ9UBz9V5aY1pNu2tIXWDBal+q2lG36j9EqWL+mQrL0za/9kP1XfYir5bfZMsnNN0xlw04e1tellRLL+arrpIp4T7YK8IZ5ct6SDJb43vxxCsOdDWLlyJXbv3o1t27ahoaEB4XA4LZGkv6YftdZfM/ugk1lF9WJa7mQbdU6EyNCLMpUAkf8GkHBNZTFSWUiSdX5VlpRknQUza6qwoMvhkDctEXGRz/NVCY90ha+RhU/2Q/+3LIJVaZfMbX0YkpXFZGko8kMWbeK4Dfma2Do+FosldJRFvER50uevPi6qMmL2bRh1ZvXfgPy3qjyqxLecV3IHW2WFleOSKmbfrlwe5L/1ZUQOh5wXRoNlRulpNuCg+iZly7PsV7L6TP4m9SJCNfhnZOlWhVsv4uXwynWgzWaDz+fDt99+qx0lU1paCqfTCa/Xq70bCoW0ulCfJnrxpvfPLE6qgRQ5XnJ9EAqFWohO0f7I9bg+fuK+yE99fS6uGVlCVWU7HYw6rmZWW33cVTNcZEuH0YCMamAjlfrTbOBM/82q6p9knX+BquzoBwD05UW0V3JeiPKgLxuizpC/NX3Z0NcVRuGXB8rC4bAWZpEf8jV9OqaSnkbpoy+zwj8xWCx/O/qyL37L9ad4V26P5HQ3C6Nq8M9oIFDVpxP+pFIWVQMuqvwT8YpEIggGg1rei7Ig6q5kfQfVwKGqXk/WdxNpIYw8VqtV6ycIsWe1WrX0F2EX4ZZP9BCDrnI+6/PBqC+tb3NUfVBVnFXlUP7b4/HA6XQiPz8fpaWlyMvLw4ABA9CpUyf069cPTqczrY3waHkl+4T8/HxYrVZEIhFtdF6F3oJpNoKsf8fMPSC1ykP1jqqyTTbSDSR2QlVCVSXAzASRvsJRxVEfdpV1RtWRMrJiiTSx2/dUFXLHRlwT8dI3brIAS2YVk6+lItxVglWeyqfKVzkNUx3tVVlojDoT+o65HEbxnphy53Q6WzRKNptNSye5U6XviCQbAEg2YqyPfyqd1GSDQUakPZqqK6f6zocs8OQ0kcudLJxV5Uvlj9E3IuKeTAgk+3bTSQv99Fy9PwKzOslI3Kk68Kq61aijKP/tcDhQWVmp1Qlerxc2my1hqrBYHmKUPqqyYmadU3UaVXGX46WycMqDF0b5Jb+jL1dyORCYdZRFuht1FFVlKNnSCaMBFaO4qwZ8Vd+BalBE1XHVC1xVPSwPHMltitk3qc8Ho/wxSgO5vBh9I+IZua0SdYg82GEmKFMVlUZlXeWOfhq26vtMxd6kagP0dbz+W1H5q88/fXsr8j2VPpjZN61/XjUgIc+KMaoDALQYoDMa7JHj5XA4AOzZZVz2Qx7AMhoAkusAM3Ent6Nm+SRbIeXyJwSpKi9U6S9/4/rBKiNUfUP9oLOcxqq4qsqz6PM4nU54PB54vV54vV6UlJQgPz9f6xelA8Ur2etYLBYUFBRoFYTX6zUUr8k6iKpOlZn1SR8O1TXVO63pdBu5J1dacidY38jrLVYqK5bKEqMayZY7q6oRVX0HT2URkTt4KquEyE+5ExAKhRI6AXJnQFS+Zp2gVK0XKouanJ5mIs9M/Onv6QcpZBEllzu9tV0v4sVzIh1dLpc2yipGV+XBAH3HT45fsim0yTpcqoZfNUVftQ7VKAz6/FN1gPXlXzVbQbwrphSJdJLPEBXpEw6HtTLm9/sRiUQQDoe1QRN59F2ksVh7L/zQd3xUIkEWyiJ/ZeuMSBN9B19OY7k+SJZ/wg/ZbeGf3GlSTedOFgazEXPV9yBf04fb6XSiqqpK+Y5qNF6uk5IJIX19pho8UVnJVdeSDYSprBd6K5xRh1oeoBTfjhDvchkT37bZwJRqRoDZwKkqrVVCwEzwyd+oaqBIv37X6BoA7fsT32QgEEi4JtLLzD9Z5JuVA7M2WyWOjb4Hkeai3ohGo9rGkqrp4frwGIVV/7fwT66HxN9yWyDSVi4PqrYg1YEguW2Ry6dIf4HIM1Gvyr/Fj1HZVw28GOVfKveN+n6q5UVmZUiko9wXEeVR3y6LwWSn05nQ9ohvWLgjW2iFO8FgsMXAjNkgR7J00NdPqr6v0cCpvt1SfQ9G34uqHZG/F6MZPPqZCEb9N9EOC+Gam5uLTp06wev1an3JdKB4JfsEt9sNh8OB3Nxc+P1+5ZpXVSVm1HFRof8wVR0o1d8yqVh1ja4ZjZSqrhnFUS9oVY2WfuTRbPMb4YcsoJNZ7lTpqvpJxcohxwlo2dAZjSibdUTk+2bTj4zSXWURNxsUkBtHebqvLOgFqgEJ2WJqJCiEP/pyYDSYk0qepYqRVUJl5TGzYumt8uKa3NlNNnCjL3NGYkRfdvXr65IN7qQi8M3Kt97Crk9zVcdF/BgtQZCns+mnjMudS1GejDpIRh07I8Egx0WeHqiPnwq5LjKrp43qGVU5NRKJ+vKnr/eMykuyMBnlvfg29QOPcn2sFzdm8VRZWYz+Tjb4IPuVbBO8ZELCTCybDXTo3XE4HHC73UoBnezbEBjNClKlrb7+NLJ2JStzegujfqqt/hswy8dkaS2XWfHty79FXSnnpxwulYBVtYn6cBkNcurbOX39IV83y3uza6rr+nTSp5XKOqqaCm+0dCCVQS25XpTLgZF/YuDFzG1VnFRpL6er2YCi0WwP+X/ZP6NvRTUNW/5fbptEepotNVG1r7KbZvWuzWZDSUkJcnNz0aVLl1afmU3xSvYJcmUhf4AAlI2suK76beaH/m8zwZpsJMzIT9U1lQhSVVj6jqA+bvqOiJFFUa74VGtwZPdVDYM+HkadEyOLlFmDZuafmaXQaARR5V8qFlq5Y55KY6J6TvgpOhV68SqP9Mr5p2ps5Eo9WVlUvasa4U6Wb2aoRnqNOn5GgwByeIwaPFnImnWy9dPCjDrQ+g6uWVxVZU7V+UvWEU5WhszyVJ+2chlSWenkjrN+Cr5evBrlmfxtqMSrnFd6Id5aK0+yejSVgTJVGst/q6afqtbEGq0xVYUxndkeRgOL+tkeRm2WfuDR6Pszs960RbyqwiQwmy2gEmhGeWoW7mQDyMm+5WR+JROuZm7rhZE+HY3CkY541bfb8jepHwzVt/+yNVbfjzCrC/Rlw2jgTS+mVBuBpZKO6dw3+l7ksq0Pt2pZiNngoz5tVbtmy/ktW+Pla4B6nwF9P8Cof6OvS40GSuXyZLaPgtGArVH6mv2tF+KqQQD9NGxVXFPJWwAoKCiAx+NJmE2VLtywiexzVIU53UovGWYNl2rkta3+JhuJSid+RoJXJVxUHW99ByeV8CRr6JN1OlKJUyrXkvmtv2bUKUrF4qK6b/S80XQao/ClU7bN0s4ovVLJg2TPJBNdZu8YxctIsMnXjNwwS6fWiHSjbyBVf9LtSKcaPiOxaVYvJRMMZn6aWfiSxaujdQ/Mylyya6mS7HtIdUAzVffb+/n2oD38zES4CSEHBhSvJCOkW+zaU7zuLX+Nnk1XAOv/N+p4Gwm29oqPTFvTs60dPrPwmHVe2yP/jPwxG+Fvj2o1WZp19M5hKjMdUolza+OZ6gBGe/jV2nRJJ432xrebzkBeR0Afvmg0Cl9z8551anY7nE5nm/Mw3fcz1TbtbbIlnISQAw9OGyYZIRtGnzPpLyHkwIX1XWpEo1H4fL49eyoAyjWXe5tsSzNCCMl2KF4JIYQQknVs2bwZTzz2OAoLC+HNzcXEK66A0+XMdLAIIYTsRSheCSGEEJJVNDU2YdeuXVi/fj3q6uqQ4/HA5/cBFsDppIAlhJD9FYpXQgghhGQVK1euxJIlP+Gbr7/Wdm6dMPFylJaWoqysLNPBI4QQspdo3R7FhBBCCCH7GLHj8icff4wF8+YBgHakyH8/mo3vvv0200EkhBCyF6HllRBCCCFZQzwex9KffsKG9eu1/+PxOJYsXgy7nd0aQgjZn2EtTwghhJCs4KclS7B82TL89NNPqK+rS7g398sv0djYgEOHHYo+ffqgtFOnTAeXEEJIO8Npw4QQQgjp0MTjcUTCEWzbtg0rli9HKBhUnvvasLsBy37+Gbt37+7w59YSQghJH4pXQgghhHRo4rE4fD4fFv/wI96Z9Q78fr/yuZqaGvzr9Tewft06xGKxTAebEEJIO0PxSgghhJAOTWNjAz54/30sX74Mzc3NhlbVYDCImpoa/PDDD5j75ZeZDjYhhJB2huKVEEIIIR2aQDCIFSuWY/v2HQiFQobiNRKJoKmpCVu21GDt2rWZDjYhhJB2xhLnohBCCCGEdFA2bdyIX1b8gquuuAKxWCyl6cAejwcOhwOfzPkcTqcTHo8n09EghBDSDnC3YUIIIYR0WMLhMKw2KwYOGoR4PKZZXYPBEHbu2AG7wwGbzYaS4mJYrBYAgNPphM1m19bGUrwSQsj+AcUrIYQQQjosPp8Pdrsdp552asL1uro6LFywELm5uXC73Tjk0ENgs9kSntldX494LIbCwsJMR4MQQkg7QPFKCCGEkA5LVY8e6FZejp7V1QnXt2zejC2bt6CouBh5ebk48eST4XA4Ep4pLCyE3c6uDiGE7C+wRieEEEJIhyU3NxcAUFRUlHA9GonA6/UiPz8f+QX56NatG5xOZ6aDSwghGSMajaK+vh45OTkZWy4RiUSwe/dueDwe5OTktLv73G2YEEIIIYQQQrKcdevWobS0FPfcc0/GwrB48WKUlpbiscce2yvu0/JKCCGEEEIIIfsxc+fOxaJFi1J61mq14uqrr850kJVQvBJCCCGEEELIfsysWbNw//33p/Ssw+GgeCWEEEIIIYQQsu+59tprMXbs2JSetVgsmQ6uIRSvhBBCCCGEkAOa2tpa7N69GwDgdrvRrVu3TAepXamqqkJVVVWr3q2pqdHOzU7Gpk2bAOxJzzVr1qTsR7VuR3kjKF4JIYQQQgghBzT33HMP7rvvPgDA8ccfj88++yzTQeowXHrppZg9e3Za79x99924++67U3rW4XAgFAql9CzFKyGEEEIIIeSA5qSTToLb7cbDDz+c6aCkhM/nwwMPPJBwbdeuXQCAL7/8EnfccQcAoEuXLhg/fnyb/Lrgggtw+OGHp/Ts1q1b8fTTT+Okk07CkUcemdI7Npst5bBY4vF4vN1SkRBCCCFkH7Bh/Xo8+/QzKO3UCfkF+Tjv/PN5zishpM2Ul5ejb9++Hd7yunPnTnTq1Cnpc4cccgi+++67fRau77//Hoceeijuu+8+/PGPf2x392l5JYQQQgghhJAsoqioCMuWLUu4tmHDBpxyyim48sorcd111wEAVq9ejf79+7fKjzPPPDPlqb/7CopXQgghhBBCCMkibDYb+vXrp/2/YsUKBAIBAEBpaWnCPY/Ho3Rj/fr1qK2txZAhQ2C1Wlvc74izWSheCSGEEEIIISSLueSSS/DVV1+1uN6vXz/DacMTJkzA008/jXnz5hkK3I4GxSshhBBCyF4kFoshFosBAOLxeMKPwGq1trgej8cRi8VaXBMWEtlSIs5lVPkj7stnN1qtVi1ckUikRVhVVhjZH+GueE64L37k8OrDIK7FYjHNPfm30bt6/+W/9eGxWq2afyJN5PhHo9EW4Rbo80Xlj+o9/TP6bWVU/lgslgQ/RH7r01b/vuyP3W5HPB5PyEePx2N6VufTTz+N5cuXJ1y79tprlUepbNmypcXGQIKxY8dqm/IsXboUzz33XML9YcOG4bzzzsNTTz2FFStWJPVv+vTp2LZtWwt/evXqhSuvvBLtjcq/hoYG7e+ZM2di4cKFAICBAwfi0ksvTXj222+/xT//+U8AgNfrxe233465c+di1qxZKYdhypQp2LFjBx5//HHt2l133YVffvkFzz//PIA9VtZ77703ZTc//vhj+Hw+TJ48GZ07d27XNEsWv+3btwMA3n33XdTU1Bg+p0rPVKB4JYQQQgjZi8TjcUSjUU1siL+FULFYLLDZbNr/8m/5RwgWm82miR6BEEBCwOj9lJ8X/kUiEUQiEYRCIe25SCSCaDQKu92uuSOQBZsIj91u166JMMhCXAhH+X3xbjQa1QSWLDbld8XfKrf1gk+kjdVq1X5bLJYWQhUAgsGg5p5ITxFfWRg6HA7tXVlYineFH/I7Is5y3OV0l8WtuCbnnz6f5R/xvhwWp9OJeDyuTRkFkNSK9uabb+LDDz9MuHb22Wcrxev27dtx//33K93p27evJl5Xr17d4rmLL74Y5513Ht5880189NFHCffGjh3bwr/nnnuuxTpOYM/RNXtDvBr5J5g9ezaeeuopAMAZZ5zRQmz9/PPPWpxLSkpw++23Y9GiRYbppeKmm27Cxo0bE96ZOnUqVq1apV1zOBxpidcFCxZgwYIFGD9+fLuL1++//z6l+M2ZMwdz5swxvH/mmWe2Srxyt2FCCCGEZB3RaBQ+nw9WixUWqwWBQACxWAyhUChB6Ajkzj6QaOHTWxNlESILJZV4k90UlkRZEMViMYTDYQSDQUSjUc3SKd6NRCKwWCxwOp2acBRuh8PhFteEsBTCSSD8E0I0Ho8jFAppAko8L9LGbrcjEAggGAzC5/NpzwUCAYTDYU0QySJRFs2RSASxWAxut1u75nA4YLPZ4HA4NGEcDocT/BcCTeSVSH+Xy6W5I+IaDAY14e50OmGz2WC32xGLxTThK9JJXHO5XLDZbHC5XJqfchoIfD6flg5Op1NLU5H/It4iXBaLRQtPPB6Hw+GAw+HQ4i/nqWz91gtwh8PRwroqwmC1WrU8i0QicDqdCWkv3gegxTkej6OgoACxWEyzGFosFhx22GHK40dmzpyJ6667Do888giOPvrohHuXXXYZ6uvrNUsjsEc0WiwWvPrqq8rv8M4778Rbb72FVatWwWq1oq6uDsCeQZDKykrk5OSgsLAwwb9nn30Wt956KxYsWKAJ34cffhj33nsv/vWvf6G6urqFP9999x0uv/xyTJ8+HRdeeGGb64+HHnoI06ZNw8yZM9GzZ8+Ee0OHDkX//v3x2WefYffu3fD5fOjduzdOPvnkFhZHv9+P+vp6XHDBBViyZAl27tyJ5uZmNDQ04NRTT0VtbS0WLFigPX/cccfB7XYnnJk6atQoVFVVYcaMGZg0aRJeffVVdOnSBSeccIImEiORCI444gice+65eOihhxLC8Mwzz+Cvf/0rnn/+eeTl5eHoo4/GDTfcgMmTJ2Ps2LHIzc3FRx99hKlTp+KJJ57AokWLUFZWBuB/04abm5vxxRdf4Pe//z1mzJiB0047zTDtRPzaitvtRlFRUdrv0fJKCCGEkKzDZrMhLy9PEwabNm1CIBBAY2OjJqKE9RDY09kXFjghasT/stVTFq5CNAoxIgSEEG9CTAoikUgLMSKEWiwWSxA/wB6RIcSdw+FANBrVrKVC2OpFtzzVVkYIL/l9IXDENGC9oA+HwwiHwy0Er4iHLLpE/GXxGo/H4XK5NP9FurvdboRCIQSDQU2gyhZaWbyKuAgRKOeF3+/XBKAQr06nU4uTyB95YEA8J4tO2TIs0jIcDrcQryKMsiVWWDMtFgv8fr8WNqfTCafTCa/XmxAneYqy3W7Xyl00GtUGNYQbcnq63W7NGh6NRhGJRLTyK/JPDAwA0ESuLJj9fr9yKjOwR0h//vnn2Lx5M/r164fu3buja9euCc/07t1bOydUsGPHDjidzhbPymWopqYGsVgMHo9He058FwUFBejXrx8qKyu1ewMGDMAJJ5yA/Px8zZ3GxkbU1NRg5cqVWpmRWbVqFWpqauDz+dpUb/j9fixcuBANDQ3o168fysvLW8RNFv0FBQUoKCgwnIKdk5ODnJwc7TsA9kwf9nq9WlmU3ReDHvK1nTt3ori4GF27dtUs5n379kWvXr0S0lNswPTZZ59h8ODBKC4uBrBHTNbU1KCgoAClpaUAgLy8PHTt2hW7du3SynBDQ4OWVypyc3PRr18/bNiwAXPmzMHw4cOVz4n4GdHY2Ihvv/0WvXv3Rvfu3duUXyooXgkhhBCStQjBsHDhQuzcuROrV69Gfn4+XC6X1hG0WCxobGzUOvwOhwNOp1MTbSrhKISXsH5aLBat42m32zXBFAwGNUHk8/ngdDrh8XiQl5cHu90On88Ht9uN3NxcNDQ0aNZBIX6EoBXTW2OxWIJoEYIwJydHEyaBQACRSCRBWOnFpBDWwoon0kmIp6amJk2MC+EoC+Pm5mYtLYRVUnTq9dOGhXgSYS0oKEBzczMaGxs1seF2u7U8E8/LVnK3260JYJEPjY2N2jtyOogwNDU1IRQKobGxUcs/h8PRwsLp9XoTBixisRhyc3O1a7LodrlcyM3NhcPh0NJahLmpqUmbli1ES15enibm5fxzOp0oLCxEU1MTAoEAAoFAi+m+Ho9Hm7adn5+vlS9xTTzr8/m0sIo8kO8XFxdrwtZutydMTZa/kxEjRmDcuHH49NNPld/SP/7xj3b/PkeOHIkXXngh4dpZZ52Fs846S/n8ZZdd1u5hkKmpqcGIESNw6623GqZDR+CDDz5ImPpts9nw6aef4oUXXsCIESPw0UcfYeTIke3q57HHHotPP/0U5557Lm688UblIEIqrFy5EiNGjOA5r4QQQgghALB161Y0NDRgzZo1aGxshN/vx5IlS7QpfIFAQOvIA9AsikIU2e12uFwubbqsmIoqW1JloSOsdPp1lEKACWulcMvn86GpqUnz3+/3w+/3o7m5WZv2a7fbE4SamAYrW0dl65ws2oTfstjWTxEWVkTxjhAzQnQLq6yw9ol3hFgPh8Oa2BJWQ2H1k6f2injL05nFlGHZgivSUP4RQkueAi0slWLargiDCJdsNfL7/QnX5KnRImxCCFqtVs0abrVaUV9fr7kjwuN2u7WpwHIe6KeKx2IxNDc3w263o7GxMcGKL/LMZrOhtrYWwWBQS2tRhuTwR6NRhEIhBAIBrVwIIS6EsphFIPJHtpCLH1FujMRrtjB16lRDKy+wR2CRPTQ1NeHGG29Ely5d8NRTT6Fnz54JAz7AnvTcsmULJkyYgMrKSjz11FMoKChotzDs2LEDf/nLX3DqqafijDPOAADNnw0bNmDChAm47777Wvh59dVX4+CDD8ZVV12Vtp8Ur4QQQgjJKurr67F9+3b8+OOPqK2tRWNjI+rr6zUhEAqFNNGn2vzH4XAgGAyiubkZkUhEExTyGlSXy5WwiZE8fVY8K6yaPp9P89NqtSIYDCIYDMJqtcLlcmlhEmJFiBs5jOJ94YbwQwgnMb0YSNw1VwjfQCCgCR5hWRbuy1N25Sm2AnmtroiTLKr1a37lTY1k8SoEuF6oAtAEsCzghCiT16bKU6Vl8arfDEk/IAEkrqsVYReiV7gvBjWEJVT+cbvdmtVULivyml4RFzlfhNv6wQdxX54yLK9jFWEUgwUiPWTBbrFYNAucPA1dlCkx9VvEWViRs1W8jh07Fv379890MLKCQCCAp59+Gtdddx3Gjx8PAC3E6znnnIPvv/8eN9xwA+677z7tufaioaEBTz/9NLp27aqJ19LSUowfPx6TJk3C008/jalTp7YQr88//zxGjhxJ8UoIIYSQ/Z/PPvsM27Ztw6ZNm9Dc3Kxt1iQ6/PJaSnFdFgxCJIo1jHqxAQAul6uFtUteAyuLA3nDICEwhKAQ03PFhkwCeUdc4H/rZfXHpshrbOV3RXhloSNv9CSvcxViRi82hf8iveTp07KVUQhEeRqhbCmVN6EC/re+VV4bK4s7WUzLaSBEuLzWVvgvb4ikX9cp73Qs0l24J37ksqDaNVggh0GUF3mHYhEXeRqybOmWwyZEprBKq9bgivjl5OQkrNEW74swCMus+F+UMWFZltNCtrST/ZeSkhJtBkB78tJLLyEQCMDr9eKiiy7CjBkzAAC1tbWorKzEVVddhenTp7fJjx07duD999+H1+vFyy+/bDiNXAXFKyGEEEKyiqqqKhQUFKCkpESblimEjXwsCoAE4SQQwkGseZUFh7C8iumXNpst4Wgb/cZOYr2p7K987Avwv2m8+l1mZaEqWyb14lXe9VaOg2wF1Ys72S1ZvMpxkZ9RHdcjwqBCFpxCgMn3jHZlli2vqjNORV6K+/KggZl41f8I9+TBC2GNttlsSku2HC79UTkychqr1gPLz+mPHtKHV6S12B1Z7w+ABOu0/I5wW7+ZkF6Qi2tnnnkmOnfujFmzZuHoo49ucYTKF198gWAwiJNPPjnlb/Gcc87ByJEjtbW6YnBIlWb683vlo5aAPVbXioqKhLIknq+rq8OXX36JQw45BD169Ei4J8qHsJLLyPeAPZsNnXnmmbBarZg1axZOPPFE5OXlAdizKZTf78e9996Lnj17JkzLN9qwaePGjfjuu++0s01lxo0bh/vuu8/0/VSJx+N45513sHPnTi0fZau8EZ988gnWr1+PM888E717907JL1EWfT4fgsFgQhjELJNUGDNmDFatWpWw3n3RokVYv349TjvtNHTv3h0jR47Ehg0b8O9//xunn356Su5SvBJCCCEkqxg9enSmg0BIVmG1WvH222/jpZdewllnnYUPPvgAo0aNSnjmz3/+M7Zu3Yo1a9ak5GYsFkNjYyNefPFFVFVVoVu3bnC73YjFYtpOwh6PR5sNUFNTg9raWlitVpSVlWkiSd512O/3Y8WKFZoodzgc6NSpEyKRCB599FGcc845uOKKKwD877gsv9+PrVu3om/fvglCKRqNarMz+vbtC7vdjrKyMrz99tu44447cNZZZ+Hnn3/Wpin7fD48+uijmDdvHsrLy3HbbbehsLAQZWVluPXWW/HNN9+0EKKfffYZLrnkEgB7LKGy32IWiJjK3xYikQjOOussXHLJJXj77bdTfu+aa67BQQcdhLffflsLkzxgsLeIRqPo1q0b7r77bm1wAAAee+wx7WieI444Am+//TbOPfdc/OlPf0pZFFO8EkIIIYQQcgBw3HHH4Y033sD777+PZ599NuHexRdfjMrKyoRrDzzwADZs2IBzzz1Xu3bQQQfhjDPOwPz587Fo0SIMGzYMLpcLCxYsQG5uLnbt2qWdC2uxWPDtt99i2rRpaGhowPTp0+HxeFBXV4fCwkJtHfhvf/tbnHDCCdiwYQP+8pe/tNjc6uKLL8bf//537N69G+FwWBODgUAA9fX18Hq92LlzJ7p165ZgdZY3H5M5++yzcdBBB+H+++/HiSeeiLKyMnz++ecoKyvDxo0bsXXrVtx777244IILEI/Hcfzxx2Po0KE4++yzE6zoVVVVeOONN3DnnXdi2bJlWjr97ne/Q319PXbt2oXzzz8f55xzDn73u98BANauXYtzzz0X48aNMzxPddy4cQnxt1qteOONN1BVVZVWfj/44IOorq5GY2Mjli1bBq/Xi4MOOiipmLbZbHjjjTcSrNzpIs+IaU8oXgkhhBBCCDkAqKqqQlVVFV544QXMnj074d5NN92EI488MuHaKaecgh9//BFXX321dm3atGlYv349/vrXv+K6667DTTfdBJfLhVWrVuHxxx/HhAkTsGTJEu3YorVr12LWrFkoKipCv379tOnpPp8PmzZtQkNDAwYOHAir1YovvvgC3377LZqamhLCYbPZ8Pzzz8Nms6Gurk47z9RisWDnzp3o27cvtmzZgpKSEm1nbjP69++P/v3747PPPoPdbsell16K0047Dbfddhu6du2KsrIyfP311ygsLETfvn1RW1uLXbt2YceOHdiwYQMee+wxAEB5eTkGDRqEyspK7Ny5E3/605+watUqDB06FKFQCN26dcNRRx2FgQMHIhqN4qCDDsKqVaswa9YsHHXUUQCAgQMH4oILLkAsFsOVV16JQw45BB9++CHeffddLbx33XWXti5U3oRO7HAur4MfP348zjrrLMRiMZx00kmIx+NYvHgxXC4Xunbtqk21tlqtuPLKK3HooYdqa8OFYLZarTjnnHMS/LHZbNqxTDLDhw/Hqaeeqq2nF5Zmeb26CNvpp5+OUaNGwW63J0wzl8W0mK4tyoneP0ucK7oJIYQQQgghKRCLxbB+/XosW7YMRx99NAoKChLWjG/cuBGrV6/GoYceiry8PPh8PqxcuRJ9+/ZFbm5uwjrvnTt3wmq1oqSkRFtTOW/ePBx99NHIy8tLWLvu9/uxe/dubN68Gb/61a80Ibt06VIMGjRIW49ZVVWlrVVft24dmpqaMGDAAMP1yzU1Nfj5558xZMgQFBcXo6mpCWvWrIHH40FpaSmampqwc+dO9OrVC9u3b4fT6URBQQF+/vlnbbOz3r17IxAIYOXKlRg2bBgKCwtRU1Oj7W5dU1OD3Nxc5ObmIhwOo6ysLGGX8927d2PTpk34+9//jmg0invuuQd+vx9dunSB0+lENBpFTU0NPB4PYrEYtm3bhtzcXOTk5CAWi6FTp05aenz00UfYvn07jjjiCBQUFKC0tBTLli3D4MGDkZubi3POOQeTJk1Cnz59cM8996C5uRlTp05FKBRCp06d4HQ6tXA1NTVh3bp1eOyxx3DMMcdg5MiRcLlcyM/PT1hb/vbbb+O2225DeXk5zjrrLBQXF+Pdd9/Fyy+/DADo3bs37rnnHnzzzTf497//jSeeeAI9evTQNiorKCjQNkDbsmWLlvcbNmzAoEGDEvKMlldCCCGEEEJIUoQlrr6+HoWFhcjJyUlYP2mz2dClSxdNqAF7xE1FRYU2hVdsPGW1WtGpUycA/ztX2Qix4Zbb7UZDQ0MLK6HD4YDX60VdXR38fj+8Xm9K8YnFYli5ciUqKipQVFSEQCCAb7/9FsXFxcjNzYXVasWqVatQUVEBt9uNgoICbN68GZ06dULfvn21zbYcDgcWLlwIj8cDr9cLi8UCr9eL1atXIxAIoKysTNsEbs2aNcjLy0Nubi7i8TgaGxvx4Ycf4pdffsGSJUuwcOFC/OEPf4DP5wOwx7oL7Fk/vGbNGjQ3N6Nz587aMV/r16+Hx+NBXl4eHA4HnnnmGZSVleGUU07RxG5xcTH8fj9yc3Nx8803Y/369Zg5cyZ27dqFhoYG7czrLVu2oHv37tqGTQsWLEBBQQGKiorw/fffY9SoUdiwYQOqq6u1zaIaGxuxePFi9OzZE263G6tXr8bQoUMxYMAAnH766SgoKMAFF1yAaDSKRYsWobq6GhUVFVq+bt68Wcs/AMjJycGOHTuwbt06rQzJULwSQgghhBBCUkJMBRXiTsZiscDtdmubMYmzZzdt2gSXy4VIJAKn06lNKZbPz02G2AVcHB0kvyd2Gi4tLcXmzZtRXV3dImx6xPFPfr8fXbt2hcVi0YRg37594XK5EAgEEAgEUFJSoolPcSZzcXGx5taWLVsQDAbRv39/7YxosUnV4MGD0bVr14Sjlerr67XNrLZt24aGhgbcdtttmnv/+te/MHjwYJSUlGjvBgIB1NTUYMiQISgrK9Pcs1gsqKurg9frRTQaRWNjI/r27YsePXrAbrcjGo2iubkZNTU1KC4uxqGHHopffvkFDzzwAB599FFMnDgR4XAYmzdvxo4dO9CtWzfN6ulwODBgwAAMGzZMO/opJycHW7ZsQXV1tZZmJ598MiZPngy3251w3vSYMWMwYMAAWK1WLFu2DH/5y19w6KGHIicnR0sjj8eT4J7FYtEGDHr16tUi3yheCSGEEEIIIUmRj3oy2rVWPq5IHOfSo0cPbNmyBb/88gvi8TiKioq0dasOhwOFhYVJ/RbuykdTyfeEOK6rq0Nzc7PSaqePSzQahdPp1ATnrl270LVrV+1oKnHeqbCmNjU1acJciPNgMIiff/4Z3bp1Q0lJiSYqQ6EQ3G53wlRcYXH2+/3aUUHV1dXo2rWrthZUpF1tbS0aGxu1NA+FQtpUZtk9m82mnXVts9nw0EMPaX8LAd/c3KydUxyJRJCfn48XX3wRw4cPh81mg8Vi0abuivDX1dWhU6dOyMnJ0Y6YEhblNWvWaJtH1dfXa7tHi+fk46OEnyUlJZoFW4TdbrfD7XZj3bp16NGjhxaXeDyOqqoq5fplildCCCGEEEJIUoSA9Hg82oY7evTn8QrBU11djaqqKoTDYU1gCiE0YMAAuFyupP6Lqceqs2TtdjscDodmfe3Tp4+pW/JmQWJTImFhFQKyoaEBhYWF2gZDGzduRGVlpSYKY7EYVqxYAZvNhp49eyZYg2OxGDweT8sNhyyWFucii/W+DQ0NCAaDKCsrg9PpbLFTspl7Ymq1iLfY+Gjnzp3YuHEjevXqpYn/nJwcHHXUUdrxPlarFcXFxSgqKoLFYkEoFNLCrz9T2W63w+/3J5wF7fV6EyzdqvOlV69ejebm5oR8FtZvMXgg3MvNzW1xtrWWz+1WmgkhhBBCCCH7LUJMFBYWYsOGDS3Eq1gTu2PHDhQVFcHpdCISiWiWWrvdDpfLBY/Hg1AohFAohGAwiLq6OpSVlSX1v76+XrPW6YWNsL6Ko3SEpTFZXDp37oympibk5+ejuLhYe7epqQlerxdFRUUIhUJYvXq1du6sEGZ1dXXYvHkzDj74YM06KyOmM6v8Fem1e/duLFiwAIWFhejSpQs8Hg9yc3NRX1/fYuqzSrTr/QuFQli6dCksFosm9Lt3754gukX66YWpSC8x/Vs19ToUCiUMUDidzqRTtIXoLS8vR+fOnRN2RxYWaIfDofmvSjcBxSshhBBCCCEkJYSwETsJy0JDiLHFixfjsMMOg8Viwe7duxEMBtGlSxftjFSr1Qqn06kdmWNkxRWIqadr165VHtcisNlscLlc2gZFZptAiSmyJSUlaGpqgsfjQTAYxNKlSxGJRDQhu3XrVgBAcXEx+vXrB7fbra3XXLJkCUpLSxN2D04Hsdux1+vFoEGDNEtnPB5HfX192u5Fo1GsXLkSnTp1QllZGRwOB9xut7bOOBaLwWKxoKSkBD6fD0VFRZoQDwaD2Lp1q7ZBlHhGny+1tbUJG3UVFRVp06D1YZEFaFlZGXw+n2bJFoTDYa1cpXIIDsUrIYQQQgghJCWESBPixu12awI2Eolg6dKl8Hq92m608XgcTqcTgUAgweIXj8exfft2hEKhhCN0xLpRIbSAPVNJ16xZA5/Ph/79+2sbN+kRlkCxEZNYP2mEEHRut1vbmKmoqAjxeFybtlpZWamJYhHPWCyGzZs3w2KxoE+fPnA6nQlWy1SJxWIoKCjQ1t7KQlJM3U3HrXg8jvLychQVFSEvL0/b2VnkgxDswtocDoe1vFi7di3q6+u1DZvy8/MB7LG0Ckup3+/H5s2b0atXL9jtdsRiMXTu3Bm1tbXaTtJiCnQ0GtWmYFutVuTl5QFAwo7T0WgU33//PYqLi7UNm5JB8UoIIYQQQghJCavVqh1LY7FY0NzcDIfDgebmZqxatQp+vx9DhgzRhJ6wXgaDQeTm5sJms2lWvg0bNqC8vDzhTNfu3bsjFotp1jyfz4d169ZpZ63KmyKpEEJTbOxkJojEWs+amhrU1taisLAQ+fn5cDgc2qZLdXV16NKlS4JwFZsnDR48WFv/CwA+n6/F+k8zxHrQzp07a9bchoYG7Nq1C16vNyVLpECI0Ly8PE0AC5Eowi0EsrgXCAQQCoWwbds2rF+/Hv369dM2ZhJpJzaD8vl8WLZsGfLy8lBeXq49J3YMFhbUuro6hMPhhLXDNpsNkUhEy9dYLIZgMKitg+3bty9sNltKYp3ilRBCCCGEEJIyTqcT5eXl2LRpE5YuXQqfzwebzYaioiL0798fRUVFmoATu9hu2LBBO/dUCOD+/fujvLxcWxtbU1ODX375BQAShE9eXh4GDRqkiUgA2mZETqezhUB1Op2ora3Fjh07UF5ebipg7XY7unXrhry8PGzatEkLo1hDW1RUpIlTYI+Fc/369Vi5cqW2XlP2d/DgwcjLy8P27dtbhC0cDqO+vl4759Rut6OoqAgrV67ETz/9hHg8jtzcXHTt2hV1dXWalTsajWL79u0t1oJGIhHNWiqs1b/88gt27dqliUux1rS4uBjNzc3o0aMHOnXqhA0bNuDHH3/ULOJ9+vRBt27dND/Fubcif+12O0pLS9GzZ09terM4MkjkrbCid+vWTZuWLJ4rKSlBOBzG8uXL0dTUpJWXIUOGoKCgQBPMIt2MsMTTkfSEEEIIIYQQgv+d+ao/QkdveRRrVsXUVvGsOFpFEIlEWqx/FdNO9c+K52OxmHKDn2g0qm1YlMpZssIKKnbplf3WHwukCqd4XghWMSVXflfsrmuz2TTRK9JGWJLFO2IHZCHkkrkn1hdv2rQJ5eXlCetSgT0W0WXLluGYY45JOI9VbLwkzrE1y18RblVa690SZ9rK4j4Wi2l5pnJPWJ8B402bKF4JIYQQQgghJIsJh8OoqamBxWJBYWGhJv6i0SgaGxuxYsUK2O12DBs2zNSy2dGheCWEEEIIIYSQLCYej6OxsRFr165FXV0dgsEgYrEYbDYb3G43CgsLUVVVhfz8/LQ2lepoULwSQgghhBBCSJajn54tpvEaTX/ORiheCSGEEEIIIYR0eFLbx5kQQgghhBBCCMkgFK+EEEIIIYQQQjo8FK+EEEIIIYQQQjo8FK+EEEIIIYQQQjo8/x/OvQti7XJuVwAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyNS0wOC0xN1QxMDowMjo0OSswMDowMLzDxeMAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjUtMDgtMTdUMTA6MDI6NDkrMDA6MDDNnn1fAAAAKHRFWHRkYXRlOnRpbWVzdGFtcAAyMDI1LTA4LTE3VDEwOjAyOjQ5KzAwOjAwmotcgAAAAABJRU5ErkJggg==" referrerpolicy="no-referrer"></p><h4 id='实验2手动提取wstatus的位'><span>实验2:手动提取wstatus的位</span></h4><p><span>做个测试:</span></p><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp" style="break-inside: unset;"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation" style=""><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><div class="CodeMirror-gutter-wrapper CodeMirror-activeline-gutter" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;bits/waitstatus.h&gt;</span><span class="cm-comment">//必须写,否则要手动复制粘贴宏</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdio.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span> <span class="cm-def">main</span>()</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-variable-3">int</span> <span class="cm-variable">wstatus</span> <span class="cm-operator">=</span> <span class="cm-number">0x12345678</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-variable">printf</span>(<span class="cm-string">"wstatus: 0x%X\n"</span>, <span class="cm-variable">wstatus</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-variable">printf</span>(<span class="cm-string">"__WEXITSTATUS: 0x%X\n"</span>, <span class="cm-variable">__WEXITSTATUS</span>(<span class="cm-variable">wstatus</span>));</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-variable">printf</span>(<span class="cm-string">"__WTERMSIG: 0x%X\n"</span>, <span class="cm-variable">__WTERMSIG</span>(<span class="cm-variable">wstatus</span>));</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-variable">printf</span>(<span class="cm-string">"__WSTOPSIG: 0x%X\n"</span>, <span class="cm-variable">__WSTOPSIG</span>(<span class="cm-variable">wstatus</span>));</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-variable">printf</span>(<span class="cm-string">"__WIFEXITED: 0x%X\n"</span>, <span class="cm-variable">__WIFEXITED</span>(<span class="cm-variable">wstatus</span>));</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-variable">printf</span>(<span class="cm-string">"__WIFSIGNALED: 0x%X\n"</span>, <span class="cm-variable">__WIFSIGNALED</span>(<span class="cm-variable">wstatus</span>));</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-variable">printf</span>(<span class="cm-string">"__WIFSTOPPED: 0x%X\n"</span>, <span class="cm-variable">__WIFSTOPPED</span>(<span class="cm-variable">wstatus</span>));</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-variable">printf</span>(<span class="cm-string">"__WCOREDUMP: 0x%X\n"</span>, <span class="cm-variable">__WCOREDUMP</span>(<span class="cm-variable">wstatus</span>));</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-keyword">return</span> <span class="cm-number">0</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 346px;"></div><div class="CodeMirror-gutters" style="height: 346px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><p><span>运行结果:</span></p><p><img src="data:image;base64,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" referrerpolicy="no-referrer"></p><p>&nbsp;</p><p><span>注: *wstatus的最低8位表示是否异常,暂时不管高16位</span></p><p><strong><font style="color:#fe2c24;background-color:#fef2f0;"><span>结论: wstatus指针指向的int区域是以位图的方式存储进程的退出状态的(这里讲的退出状态不单指__WEXITSTATUS,而是</span></font><span>*</span></strong><span>*</span><u><font style="color:#fe2c24;background-color:#fef2f0;"><span>退出码、终止信号和COREDUMP标志</span></font></u><span>**</span></p><h4 id='实验3-测试进程异常退出'><span>实验3: 测试进程异常退出</span></h4><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp" style="break-inside: unset;"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation" style=""><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><div class="CodeMirror-gutter-wrapper CodeMirror-activeline-gutter" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdio.h&gt;</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;unistd.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdlib.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;sys/wait.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;bits/waitstatus.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span> <span class="cm-def">main</span>()</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable">pid_t</span> <span class="cm-variable">id</span> <span class="cm-operator">=</span> <span class="cm-variable">fork</span>();</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">if</span>(<span class="cm-variable">id</span> <span class="cm-operator">&lt;</span> <span class="cm-number">0</span>) </span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">perror</span>(<span class="cm-string">"fork"</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-keyword">return</span> <span class="cm-number">1</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">else</span> <span class="cm-keyword">if</span>(<span class="cm-variable">id</span> <span class="cm-operator">==</span> <span class="cm-number">0</span>)</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable-3">int</span> <span class="cm-variable">val</span> <span class="cm-operator">=</span> <span class="cm-number">2</span><span class="cm-operator">/</span><span class="cm-number">0</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">exit</span>(<span class="cm-number">0</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">else</span></span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable-3">int</span> <span class="cm-variable">wstatus</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">pid_t</span> <span class="cm-variable">ret</span> <span class="cm-operator">=</span> <span class="cm-variable">wait</span>(<span class="cm-operator">&amp;</span><span class="cm-variable">wstatus</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-keyword">if</span>(<span class="cm-variable">ret</span> <span class="cm-operator">&lt;</span> <span class="cm-number">0</span>)</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">perror</span>(<span class="cm-string">"wait failed"</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-keyword">if</span> (<span class="cm-variable">ret</span> <span class="cm-operator">==</span> <span class="cm-variable">id</span>) </span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"wstatus: 0x%X\n"</span>, <span class="cm-variable">wstatus</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"__WEXITSTATUS: 0x%X\n"</span>, <span class="cm-variable">__WEXITSTATUS</span>(<span class="cm-variable">wstatus</span>));</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"__WTERMSIG: 0x%X\n"</span>, <span class="cm-variable">__WTERMSIG</span>(<span class="cm-variable">wstatus</span>));</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"__WSTOPSIG: 0x%X\n"</span>, <span class="cm-variable">__WSTOPSIG</span>(<span class="cm-variable">wstatus</span>));</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"__WIFEXITED: 0x%X\n"</span>, <span class="cm-variable">__WIFEXITED</span>(<span class="cm-variable">wstatus</span>));</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"__WIFSIGNALED: 0x%X\n"</span>, <span class="cm-variable">__WIFSIGNALED</span>(<span class="cm-variable">wstatus</span>));</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"__WIFSTOPPED: 0x%X\n"</span>, <span class="cm-variable">__WIFSTOPPED</span>(<span class="cm-variable">wstatus</span>));</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"__WCOREDUMP: 0x%X\n"</span>, <span class="cm-variable">__WCOREDUMP</span>(<span class="cm-variable">wstatus</span>));</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">return</span> <span class="cm-number">0</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 922px;"></div><div class="CodeMirror-gutters" style="height: 922px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><p><span>运行结果:wstatus为0x00 00 00 </span><strong><span>88</span></strong><span>,只有最低8位有数据,显然没有退出码,但退出信号为0x8</span></p><p><img src="data:image;base64,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" referrerpolicy="no-referrer"></p><p><span>对应除0错误:</span></p><p><img 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" referrerpolicy="no-referrer"></p><p>&nbsp;</p><h1 id='4退出信息保存的位置'><span>4.退出信息保存的位置</span></h1><p><span>退出信息保存在子进程的PCB中,完整的task_struct的源代码参见</span><a href='https://zhangcoder.blog.csdn.net/article/details/149281546?spm=1011.2415.3001.5331'><span>OS17.【Linux】进程基础知识(1)</span></a><span>文章,这里展示一部分</span></p><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation" style=""><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-comment">//......</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-keyword">struct</span> <span class="cm-def">mm_struct</span><span class="cm-operator">*</span> <span class="cm-variable">mm</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-keyword">struct</span> <span class="cm-def">mm_struct</span><span class="cm-operator">*</span> <span class="cm-variable">active_mm</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-keyword">struct</span> <span class="cm-def">address_space</span><span class="cm-operator">*</span> <span class="cm-variable">faults_disabled_mapping</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span cm-text="" cm-zwsp="">
</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span><span class="cm-tab" role="presentation" cm-text="	"> </span><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-variable">exit_state</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span><span class="cm-tab" role="presentation" cm-text="	"> </span><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-variable">exit_code</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span><span class="cm-tab" role="presentation" cm-text="	"> </span><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-variable">exit_signal</span>;</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-comment">/* The signal sent when the parent dies: */</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span><span class="cm-tab" role="presentation" cm-text="	"> </span><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-tab" role="presentation" cm-text="	">    </span><span class="cm-variable">pdeath_signal</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-comment">//......</span></span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 253px;"></div><div class="CodeMirror-gutters" style="height: 253px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><p><span>使用wait时,函数会讲将exit_code、exit_signal和exit_state进行位运算合并到wstatus中</span></p><h1 id='5waitpid等待失败的情况举例'><span>5.waitpid等待失败的情况举例</span></h1><p><span>waitpid等待失败的其中一种情况:父进程等待的不是自己的子进程</span></p><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp" style="break-inside: unset;"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation" style=""><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><div class="CodeMirror-gutter-wrapper CodeMirror-activeline-gutter" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdio.h&gt;</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;unistd.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdlib.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;sys/wait.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span> <span class="cm-def">main</span>()</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable">pid_t</span> <span class="cm-variable">id</span> <span class="cm-operator">=</span> <span class="cm-variable">fork</span>();</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">if</span>(<span class="cm-variable">id</span> <span class="cm-operator">&lt;</span> <span class="cm-number">0</span>) </span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">perror</span>(<span class="cm-string">"fork"</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-keyword">return</span> <span class="cm-number">1</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">else</span> <span class="cm-keyword">if</span>(<span class="cm-variable">id</span> <span class="cm-operator">==</span> <span class="cm-number">0</span>)</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">exit</span>(<span class="cm-number">0</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">else</span></span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">pid_t</span> <span class="cm-variable">ret</span> <span class="cm-operator">=</span> <span class="cm-variable">waitpid</span>(<span class="cm-number">1</span>,<span class="cm-variable">NULL</span>,<span class="cm-number">0</span>);<span class="cm-comment">//PID=1是init进程</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-keyword">if</span>(<span class="cm-variable">ret</span> <span class="cm-operator">&lt;</span> <span class="cm-number">0</span>)</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">perror</span>(<span class="cm-string">"wait failed"</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-keyword">if</span> (<span class="cm-variable">ret</span> <span class="cm-operator">==</span> <span class="cm-variable">id</span>) </span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"wait success\n"</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">return</span> <span class="cm-number">0</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 691px;"></div><div class="CodeMirror-gutters" style="height: 691px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><p><span>或者利用__WIFEXITED(status)宏,具体作用见上方说明</span></p><p><span>运行结果:</span></p><p><img src="data:image;base64,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" referrerpolicy="no-referrer"></p><h1 id='7参考资料'><span>7.参考资料</span></h1><blockquote><p><a href='https://www.redhat.com/en/blog/killing-zombies-linux-style'><span>redhat.com killing-zombies-linux-style</span></a></p><p><a href='https://askubuntu.com/questions/201303/what-is-a-defunct-process-and-why-doesnt-it-get-killed'><span>askubuntu what-is-a-defunct-process-and-why-doesnt-it-get-killed</span></a></p><p><a href='https://stackoverflow.com/questions/24130990/i-used-waitstatus-and-the-value-of-status-is-256-why'><span>stackoverflow i-used-waitstatus-and-the-value-of-status-is-256-why</span></a></p><p><a href='https://www.gnu.org/software/libc/manual/html_node/Process-Completion-Status.html'><span>gnu libc Process-Completion-Status</span></a></p></blockquote><p><span>有关waitpid的options参数和非阻塞的问题下一篇讲</span></p><p>&nbsp;</p></div></div>
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